tag:blogger.com,1999:blog-56472324107522816122024-03-13T21:51:23.748-07:00Inventing the OrangamallowNicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-5647232410752281612.post-56579919291648180452016-08-28T12:02:00.004-07:002016-08-28T19:40:26.652-07:00A New Beginning for the 22nd timeHighlights from First Week of School!<br />
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I always love the first week of school. Well, once I get over the lack of sleep of course! I am always so exhausted at the end of the first week- just so much to process and plan!<br />
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I teach 7th grade math- two different curriculums. Merit/Honors follow the common core math 7 standards, and Accelerated does all of 7th common core and about half of 8th. My day feels a bit disjointed as I teach Merit/Acc/Merit/Plan/Honors/Acc, so never the same from period to period.<br />
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<strong>Monday:</strong><br />
Classes today were about 30 minutes long due to a longer advisory class to go over rules/drills/forms. Love my advisory class- Introduced talking circles and the human knot and I think we'll have a great year together. Our advisory group meets together every Wednesday for about 30 minutes.<br />
In all of my math classes I started by introducing our <a href="https://docs.google.com/presentation/d/1aVl1_nPoyrImijvPMXt2GGnGo4KTwUuBxd8ubhGCPIw/edit?usp=sharing" target="_blank">daily problem solving</a>. This year we will be doing:<br />
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<li> "Model a Pattern Monday" (visualpatterns.org thanks to @fawnpnyugen) </li>
<li>"Talk about Numbers Tuesday" (Making Number Talks Matter! and other places- still looking for a good source for a large number of these- suggestions welcome)</li>
<li>"Which One Doesn't Belong Wednesday" (wodb.ca thanks to @marybourassa )</li>
<li>"Take your Pick Thursday" (a mixture of wouldyourathermath.com and debate questions inspired by @plspeak at <a href="https://clopeneadebate.wordpress.com/">https://clopeneadebate.wordpress.com/</a>)</li>
<li>"Find the Flub Friday"- ideally these will be real student misconceptions from current content...some from mathmistakes.org</li>
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I'm using a weekly recording sheet for students to keep in their binder, with three end of the week reflection questions (I think inspired by <a class="ProfileHeaderCard-screennameLink u-linkComplex js-nav" href="https://twitter.com/lisabej_manitou"><span style="color: #0084b4;">@<span class="u-linkComplex-target">lisabej_Manitou</span></span></a> )- What did you learn in math class this week? What do you need more help on? Share one good thing from this week (outside of math class). I really want to work on connecting more with my students and while reading and responding each week will be time consuming I think it will be work it!<br />
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After the Model a Pattern Monday, students did the <a href="http://mathequalslove.blogspot.com/2016/07/broken-circles-planning-for-day-1.html" target="_blank">Broken Circles</a> activity from Designing Groupwork (thanks @mathequalslove for the modified circles!). I thought this was a great activity and led to a great reflection and discussion about group norms (used the posters from @mathequalslove too!). Every single person "A" that had a perfect circle from the beginning just didn't want to break up their circle- but that was the only way to complete the group task! We also did the icebreaker activity (groups agreeing to a favorite food, game, and tv show) inspired by @zimmerdiamonds to reinforce group norms. <br />
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<strong>Tuesday:</strong><br />
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<a href="https://4.bp.blogspot.com/DHkGid5abBdMtfALk3R1iusFtj-zIZ1PMZngnxi8ls0t8MdTQOgSJrbOaLiU69BTZsNXrw=s400" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/DHkGid5abBdMtfALk3R1iusFtj-zIZ1PMZngnxi8ls0t8MdTQOgSJrbOaLiU69BTZsNXrw=s400" width="150" /></a>Today students started to set up their interactive notebooks. We glued in a <a href="http://iisanumber.blogspot.com/2013/07/foldable-for-8-standards-of.html" target="_blank">foldable for the standards for math practice</a> from @iisanumber. We didn't fill anything into the foldable yet. Students worked on the "Fewest Squares" activity from @joboaler 's <a href="https://www.youcubed.org/week-of-inspirational-math-2/" target="_blank">week of inspirational math</a> and then we closed the activity by reflecting on which SMPs they felt most applied for this activity. Students pretty much agreed on "Perseverance" and "Attend to Precision" as they so often thought they had a square when it was really a 9x8 or 7x6 instead. I had students work on communicators with graph paper inside, and record results as a group on a recording sheet. <br />
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I thought this one was really interesting...she was drawing a diagonal so that she made sure that she ended up with a square without counting #attendtoprecision :)<br />
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<strong>Wednesday:</strong><br />
Continued interactive notebook setup. Our school does standards based grading, and I created a chart for each term for a place for students to record their original assessment grade as well as to record corrections and retests. I think this helps students track what they have achieved and need to work on without needing to go to the online gradebook or sort through all of their papers. I decided not to use a table of contents this year. An 8th grade teacher at my school decided to have students glue in tabs that have the wording of the standard on the inside and just the simplified name of the standard on the tab that sticks out of the notebook. I loved it so I "stole" it! It already makes me so much happier than a table of contents so we'll see how it goes. One of my students asked if she could make a table of contents anyway- so some students will have both. I think it's important that the notebook work for them!<br />
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Our first standard is Calculating Unit Rates (7.RP.A.1). Students worked with calculating unit rates in 6th grade, so I wanted to preassess and activate a bit of their prior knowledge at the same time. Here is the<a href="https://docs.google.com/presentation/d/1tUdKEKnnClTrhe4YV5qMRog9Me4szPRuG7osGxMPkbg/edit?usp=sharing" target="_blank"> presentation</a> we worked through...I really like the <a href="http://blog.mrmeyer.com/2011/partial-product/" target="_blank">Partial Products</a> lesson from @ddmeyer. I encouraged students to try using ratio tables...while I don't require them as a strategy I find that using them to provide structure while working with any problem involving proportional reasoning really helps students! To close out the lesson we summarized what a unit rate was, and how it could be useful when problem solving.<br />
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My accelerated students took a pretest for the term. I create a chart for the term with all of the standards so I can differentiate. Often with the accelerated students they don't know content for the preassessment but pick up concepts quickly. So I always have a variety of challenges available for when students are ready!<br />
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<strong>Thursday:</strong><br />
Basically the only difference between 6th grade and 7th grade Unit Rates is the inclusion of fractions, which means fraction division! Students were exposed to fraction division in 6th grade, but I find that most of them don't have a strong understanding of what division means and what type of answer would be a reasonable estimate for the quotient. So I started a bit more basic with whole numbers, then whole number with a fraction quotient <a href="https://docs.google.com/presentation/d/1hiy4SUgB1neGAw2cPNtCBS1Aa7KDYmGHI3XVmL9c8j0/edit?usp=sharing" target="_blank">with this presentation</a>. I connected that with <a href="http://fawnnguyen.com/fraction-division-via-rectangles/" target="_blank">Fawn's graph paper fraction division</a>. I love this method and think it makes such a connection for visual learners! I don't require students to use it beyond the 5 problems we do in class, but think it's so important.<br />
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Accelerated set up their interactive notebooks. Their first topic is adding and subtracting rational numbers. I wanted to use number lines so I used a Which One Doesn't Belong for adding integers on the number line that I created last year. (its #29 on <a href="http://wodb.ca/numbers.html" target="_blank">this page</a>). After students brainstormed similarities and differences I asked them to write an addition equation that they think represented each example. We had a good discussion about absolute values and the relevance of the length and direction of the arrows<br />
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Friday:<br />
Today we continued our exploration of fraction division to help set students up for success when calculating unit rates. I had students try three different representations of the same division problem...graph paper rectangles, common denominator, and multiplying by the reciprocal. <br />
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In accelerated, students <a href="https://drive.google.com/file/d/0B0UykZ8FicUiN3BrdlpnQ0lpbjA/view?usp=sharing" target="_blank">tried out some addition on the number line</a>, and then I asked them to sort into up to four groups based on similarities on how they solved them and the sum. While students worked on it I was able to get around and make sure everyone was proficient with the graphing. We had a great conversation about different ways to sort and then discussed how we could write rules for adding integers based on the different groups. Some students didn't group in a way that helped them create the rules- but were able to sort their groups further when they realized they hadn't used a similar method to solve. (example on the side) This is in preparation for work with rational numbers next week. Especially after we start multiplying and dividing I find if students don't have/use a visual they start to mix up the rules they have created.<br />
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Goodness! After looking through this post I certainly borrow a lot from pretty much everywhere! Thanks MTBoS!Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-20943128389986053602016-08-04T19:54:00.003-07:002016-08-04T19:54:55.525-07:00Organizing Resources (aka where's my stuff!)Update on my flash cards- focusing on one class at a time for now...I can successfully identity 19 of 22 students 95% of the time. Totally stuck on three of them. And all of this is dependent on them looking like their grade 6 picture. But I'll be better off than not doing it I think.<br />
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Today's topic: Managing resources. There are so many great resources out there, the trick is finding a way to organize them all so you remember to use them! I have three main locations where I've attempted to do this with varying levels of success.<br />
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First- Physical resources. I guess this is rather old school of me (after all, this will be my 22nd year of teaching so I am a bit old lol). I still like binders for each of my units. I keep a ton of clear page protectors handy so when I find something I'll stick a post it note on it and toss it in a binder for that unit. I find this particularly handy for planning with others as I can just grab it and bring it along. In addition I have sets of clear plastic drawers (one drawer for each unit- they are 12" by 12" by about 2". ). Any cards, stations, etc that doesn't fit into a binder goes in the drawer. They take up some room but it's so handy to find things. Ideally there is a page in the binder that describes the activities in the drawers too.<br />
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Second- Digital resources. I have two different methods for organizing digital resources.<br />
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A- Google drive- easy to find everything, but doesn't like some Microsoft stuff so you have to download to view/print. I have this organized in folders by unit as well. I don't like that I have to click on most stuff to remember what it is. It's a nice easy way to share with other teachers though.<br />
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B- fcpsmathlessonsharing.wikispaces.org I set this up long before google drive came along. It has tons of resources for common core 7, and some for common core 8. Each standard has its own page. What I like about wikispaces is that I can write a description of the activity/link/document and either how I've used it or how I'm thinking about using it. Sharing resources of one thing, but what I really love about reading other blogs is hearing about how they used the resource, and then seeing others talk about different ways that resource worked for their teaching style and different learning styles of their students. I sometimes throw in pictures here as well as links to other people's blog posts that relate to a certain concept but try to credit wherever it came from.<br />
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A few years ago at tmc 13 in Philly we had a flex session (or random meeting, can't remember) to talk about resources. I remember Fawn Nyugen talking about narrowing down to her five favorite resources for each concept. I love that idea, and while I've gotten rid of a lot of stuff it's so hard to narrow down! I'd like to find a way of bridging my three organizational methods together as I know I've missed using a great method/activity as it was in the wrong place!<br />
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<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com3tag:blogger.com,1999:blog-5647232410752281612.post-68438426624195706512016-08-03T20:37:00.002-07:002016-08-03T20:37:37.097-07:00the Sound of MusicWriting from Brooklyn NY as we are visiting my brother, sister-in-law, and new niece!<br />
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Thinking about routines for the next school year. I really loved the idea of musical cues from Matt Vaudrey at last years TMC. I even bought a Bluetooth speaker for my classroom but just never got around to setting it up. I'd like to use something for problem solving (when students enter the room). For those that do this at the beginning of class, do you start when the bell rings, or have it going when students come in. I'm thinking I'd like it as a cue to record homework assignment, take out last nights assignment, and get started on "which one doesn't belong Wednesday" (for example). Or do you start when the other class leaves. Maybe I could splice together 90 seconds of a have a great day song and 4 minutes of a lets get this party started type song.<br />
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I definitely want a cut/glue song as I am going back to some sort of interactive notebook this year. I really missed it last year. Trying to decide if I want to use a separate paper each week for warm ups. I saw a few examples at a tmc warm up session, and I liked one that had a space for each day as well as a "how was your week?" prompt for the end of the week. I think this will keep in line with my goal of connecting more with students in a non mathy way. I'll post whatever I come up with (no computer on vacay- posting this from my iPhone.<br />
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I'm in the middle of reading "writing on the classroom wall" by Steve Wyborney. I really like the section I've just finished that's about the importance of writing, and that writing is a thinking process and not just a way to summarize what you've already thought about. So I think I'd like to have a song to strategically throw in to get students writing throughout math class as a way to think through what they have been learning. More to come on that to as I figure out what that might look like along with my goal to have students do not discovery based learning of concepts.<br />
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For those that use music transitions, how do you set them up so they are easy to start...thinking from my iPhone or some sort of tablet?Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com1tag:blogger.com,1999:blog-5647232410752281612.post-23727363082148671142016-08-02T19:22:00.001-07:002016-08-02T19:27:19.910-07:00Learning NamesI remember having teachers who just knew everyone's names. On the first day. Definitely a great trait to have if you are going to be a teacher.<br />
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But not me. I am HORRIBLE at learning names. I have to meet someone a bunch of times, have long conversations, connect, before I can remember their names. I also don't know names/singers of songs, actors in TV shows/movies. No one in their right mind would want me on their trivia team. Unless its about Disney, lol. Or school supplies.</div>
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One It's so hard for me to learn names in our 47 minute period with 20-36 students a period, 5 periods a day. In the past, I have done assigned seats from day one, taken pictures of the group tables, and photoshopped their names over the top so that I could "study". This year our gradebook has photos from last year, so I decided to try something new. I made myself flashcards using an app on my iphone :) I put in the photo and the student name, and in the next 2,5 weeks I'm going to try to learn as many names as I can!</div>
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In the interest of getting to know students and letting them get to know me, I'm working on a couple of ideas of how I can do that while still teaching math. First, I've been reading the book "Creating Cultures of Thinking" and I really liked one of the ideas shared about "What's Your Other Story?". Students will obviously know me as their math teacher, but I'd like to be able to share some things from my "other story". I love Disney, I went to "Twitter Math Camp", I'm a new aunt, I have two daughters, I struggle with learning names!, etc. I'm also interested in hearing about their "other story". Maybe a bulletin board? First homework assignment?<br />
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One of my favorite activities in the past was an assignment for parents/guardians called "A million words or less". I asked them to write about things they would like to share about their child, both in an out of school (but please stick to a million words or less). I loved the responses I got over the years, but I didn't hear back from everyone and I want to find a way to INCLUDE my students as well.<br />
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How do you get to know your students?</div>
Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com6tag:blogger.com,1999:blog-5647232410752281612.post-41717054034113474732016-08-01T17:14:00.000-07:002016-08-01T17:14:04.929-07:00Always LearningI was so fortunate to be able to attend TMC16 this year. For me it was just so fantastic to be with a group of lifelong learners who love to talk about learning and teaching math. I came away with many ideas that I'd like to use this school year.<br />
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Probably the most important came in a conversation in the airport. Kathryn (@iisanumber) asked me what I love most about my classroom. And I didn't have an answer. <br />
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This will be my 22nd year of teaching middle school math, most of it in 7th grade. Each year I reflect on what I thought worked in my teaching, and look for ways to improve on what wasn't as successful. I really do love my job. I don't mind putting in long hours looking for new ideas, writing lessons, and giving students feedback on their learning. I have lessons that I love to facilitate, especially those that allow students to discover conceptual understanding through exploration, or the learning that is motivated by an interesting/challenging task/problem/scenario.<br />
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Each year I get feedback from several students who had previously not met success in math classes but have really grown in our year together. But I don't feel like I reach all my students, and wish I had opportunities to really get to know my students better, and for them to know me better, and not just teach them content. I think that has to go hand in hand with creating more opportunities to have fun with math and not be so focused on curriculum curriculum curriculum. Which is so hard to do as I always feel like i'm under a time crunch.<br />
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I consider myself a risk taker as an educator. Four years ago I started (independently but with approval from supportive admin) using standards based grading with my students. Two years ago I made another leap of faith and transferred to a school where the initiative was for the entire staff to do SBG. What I love about SBG is that it improves my ability to use my gradebook to focus reteaching/relearning where it is needed and provide appropriate challenges. I also love that students have multiple opportunities to learn at their own pace and their grades reflect their level of understanding without penalty for when they learned it. But I still feel like students see relearning and reteaching as a punishment rather than an opportunity.<br />
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At TMC I attended the Differentiate morning sessions with Michelle (@park_star). I realized that I was mostly only using preassessment to identify students who already understood the content I was about to teach. When students showed learning gaps on pretests, I would look for ways to incorporate review into warm ups or early problems. I think this is pretty common practice. In Michelle's sessions she talked about strategic pre-teaching times before each unit so that all students entered in to the unit ready to learn the new content. We also saw some flexible stations for student choice in practicing the areas where their learning has gaps. I think this is the direction I'd like to go (although realistically developing this a bit each year). <br />
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One of the biggest changes I made last year was in my warm ups- instead of traditional review of material from the day before we did things like "Which One Doesn't Belong Wednesday" (thanks wodb.ca !) and "Find a Pattern Friday" (thanks visualpatterns.org). I loved the risk taking I saw students at all levels take with these warm ups. But I did miss the cycle of bringing back in yesterdays learning and need to find a way to combine those two to help student make better connections.<br />
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For this year my goals will be...<br />
a) get to know my students- find ways to have more fun and spark interest in math outside of math class time.<br />
b) continue refining SBG process and feedback through more strategic differentiation<br />
c) design more lessons that help students discover concepts or have built in motivation because of the hook (include building on warm ups routines started last year<br />
d) find ways to time manage as I work on these goals as I have a 5 and 13 year old at home!Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com2tag:blogger.com,1999:blog-5647232410752281612.post-80888045894057402372015-10-09T13:16:00.001-07:002015-10-09T13:16:36.506-07:00Pythagorean TheoremI love the wide variety of resources available for exploring the Pythagorean theorem! I decided to go pretty low tech this year although I've seen some fun explorations using Geogebra and Sketchpad. Yesterday I started with a set of squares and had students try to form a right triangle by using 3 squares as the sides of the triangle. We recorded all of the trios of numbers they found, and then set that list aside.<br />
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Next, we explored a 3, 4, 5 right triangle, and built squares on the three sides and looked for patterns. Students pretty quickly identified that the sum of the areas of the squares on the two shorter sides was equal to the area of the square on the longest side. Using this information, we were able to generalize and "discover" the Pythagorean theorem.<br />
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Going back to our list of trios of numbers, students were able to check to see if their triangles were right triangles. We developed a list of Pythagorean Triples, and then just looked for other trios of numbers that would work.<br />
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Today I brought out Dan Meyer's <a href="http://threeacts.mrmeyer.com/tacocart/" target="_blank">Taco Cart</a> Problem. Students did a great job of asking questions and figuring out what they needed to know, and we brought back in a lot of the vocabulary we had used yesterday when exploring right triangles. I supplied the information for Act Two and sent them on their way to work out the problem in groups of 3 or 4 on 2ft by 3ft whiteboards. This was the first problem they had solved with the Pythagorean Theorem, and there were some great misconceptions for us to discuss!<br />
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When I started the discussion, I asked what was the first piece of information that we needed to agree on. Students suggested the length of the hypotenuse, as all other calculations were based on that distance. Some misconceptions: Students squared the legs and found the sum, but left that value for the hypotenuse instead of taking the square root. Students added the legs and recorded that value as the hypotenuse. Students squared the legs and found the sum, but then thought that dividing by two was equivalent to taking the square root.<br />
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The next part of our discussion was how to use the rates. Also some misconceptions here, but I love that we were able to discuss if groups had a strategy that would have worked if their hypotenuse had been right. Common misconceptions here: multiplying the length by the rate of 2 or 5 ft per second instead of dividing. Forgetting that one person had part of the walk on sand and another part on the sidewalk.<br />
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Monday we'll be looking at a few more problems, including a version of the <a href="http://mrpiccmath.weebly.com/blog/3-acts-tv-space" target="_blank">television 3 act problem</a> from Timon Piccini. Also really liking revising the <a href="http://robertkaplinsky.com/work/wizard-of-oz/" target="_blank">Wizard of Oz </a>from Robert Kaplinsky. Also looking forward to using Tilted Squares from NCTM as an enrichment activity- I think it's from an article that you have to be a member to see, but there is an <a href="https://illuminations.nctm.org/Lesson.aspx?id=3096" target="_blank">illuminations</a> activity that is pretty similar.<br />
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What are your favorite Pythagorean Theorem tasks or explorations?<br />
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<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-41348331858569917002015-07-17T21:28:00.000-07:002015-07-17T21:28:02.742-07:00Single Riders<div class="separator" style="clear: both; text-align: center;">
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I noticed this sign while visiting a local amusement park this week, and as we waited for the ride I noticed that there were often several open seats for each cycle of the ride. Now I'm a bit of a Disney fan, and even though they sometimes have long lines, there are rarely empty seats on the big ticket rides. They do this with single rider lines, and assigning people to specific rows so that they know how many single riders they need to fill the space. Less wait=happier park visitors!</div>
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Then the questions start. How much would it cost to add single rider lines? How many open seats are there really in an hour? Day? Are people actually annoyed that there are empty seats- and how much time would adding a single rider line really take off of the average wait. Certainly Disney went through this process when they decided to add the single rider lines, but how much more volume does Disney have per day over my local amusement park?</div>
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When I think about SMP#3- Constructing Viable Arguments and Critiquing the Reasoning of Others- I want my students to really look at the world around them and use math as a tool to prove whether something does or doesn't make sense. To do this, students really need to observe and question what they see. They need to know how to collect data and organize it in a way that can be communicated with others.</div>
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How do we as teachers help to build this capacity in our students? How can we use SMP #3 in our classrooms to help students model their understanding of a concept and identify misconceptions that are common with that concept? How do we build a classroom culture where students are comfortable critiquing and having their understanding critiqued.</div>
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More to come....suggestions and thoughts are welcome!</div>
Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-85995422052212909102015-07-09T12:07:00.001-07:002015-07-09T12:07:06.429-07:00Graphing Inequalties ExplorationThis is an exploration lesson for students to discover the properties of linear inequalities in two variables. The link will download a copy of the files that I print out for students as well as a possible facilitation guide. The general idea behind the lesson is that students are taking a piece of a Cartesian plane and identifying whether points on the graph are or are not solutions to the inequality. If it is a solution, the point gets a "closed circle" sticker. If it's not, the point gets an "open circle" (a reinforcement sticker). Students work in small groups to fill up the plane with open and closed circles. I verify and ask questions as I walk around.<br />
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When they are finished I pair up the groups and have them note things their graphs and inequalities have in common. There are 8 groups, but they are strategically paired. For example in the first rotation students are comparing inequalities that both have a boundary line with the same slope and y-intercept, but one is greater than or equal to, and one is less than or equal to. By the end of the discussion students should be able to identify solutions to inequalities in two variables, understand the concept of a boundary line, and connect what they know about slope and y intercept to the boundary line.
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The third part of the lesson is a set of cards for students to match up to inequalities. The purpose of this is to introduce the different boundary lines when the inequality is just less than instead of less than or equal to.
For example, in the first pairing, all groups have inequalities with the same slope and y-intercept, but different inequality symbols.
<a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Graphing%20Inequalities%20in%20Two%20Variables%20Exploration.doc/96307084/Graphing%20Inequalities%20in%20Two%20Variables%20Exploration.doc"></a><br />
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<a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Graphing%20Inequalities%20in%20Two%20Variables%20Exploration.doc/96307084/Graphing%20Inequalities%20in%20Two%20Variables%20Exploration.doc" target="_blank">Graphing Linear Inequalities Exploration Lesson</a>Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com8tag:blogger.com,1999:blog-5647232410752281612.post-54794636813791027132014-05-20T19:09:00.001-07:002014-05-20T19:13:14.094-07:00SBGSome thoughts on SBG from my classroom this year...thoughts and comments always welcome- this is an ongoing process!
<iframe src="https://docs.google.com/file/d/0B5MKdGr2aMP9OTd6Y2hDcVZyMXM/preview" width="960" height="720"></iframe>Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com2tag:blogger.com,1999:blog-5647232410752281612.post-1005873893952895062013-10-08T17:09:00.000-07:002013-10-08T17:09:07.443-07:00A Favorite Task: Painted Cube for "Exploring the MTBoS"I imagine most of you have heard of the "Painted Cube" task...if you create a cube out of "x" 1 inch blocks, paint it, and take it apart, how many of the block will be painted on 3 faces, 2 faces, 1 face, or no face. I've used this task in a variety of different places in the curriculum...patterns, surface area, writing expressions, writing functions.<br />
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In the past I've given students a copy of a prompt along with a table to collect all of their data, and lots of guiding questions of what to look at, count, extend, etc. When students struggled (or just needed the extra visual or kinesthetic support) I brought out sets of cubes and had students build models. <br />
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Last year I wanted to really get students asking the questions so I created the following models and let students decide what we were trying to find out....<br />
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What a difference this made....rather than filling out a chart because they had to, students were genuinely engaged in trying to figure out what was going on with these cubes. Some students wanted to know how many of each color there were, others wanted to be able to build the next model in the series.<br />
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After students came up with their question, I did provide the chart to any students who asked for something to organize their data. By then, most were interested in completing the chart and seemed to see it as a tool for answering their question rather than just a worksheet to fill out.<br />
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This year I'm just going to share this image and off we'll go!Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com16tag:blogger.com,1999:blog-5647232410752281612.post-64757142644614077552013-09-28T07:07:00.001-07:002013-09-28T07:07:24.761-07:00Subtle DifferentiationThis year we switched from 90 minute periods to 47 minute periods. I am finding that the hardest part of the transition for me is differentiating the learning for students. In a 90 minute period I felt like I had a lot of flexibility in how I structured lessons. We had 90 one day and 45 the next, and I would plan the two together, doing most of the exploration, practice, discussion on day one and more application on day two.<div><br></div><div>Right now my classes are working on the 7th grade common core ratios and proportions domain. Specifically we are exploring 7.RP.3 multi step ratio and percent problems. I've introduced several different models- ratio tables, proportions, equations, and a visual method using a 100 square grid of graph paper. Students are welcome to use any strategy when solving problems...most seem to be gravitating towards the ratio table as it gives them a little more structure when trying to interpret the problem.</div><div><br></div><div>Yesterday I wanted students to practice solving ratio/percent problems in a variety of contexts. We used individual dry erase boards (actually Communicators- clear plastic sleeves- I like these better as I can slide graph paper or a blank ratio table in them). I had my problems on a PowerPoint, and the process was to put a new problem up, walk around and question assumptions/strategies, and share the answer.</div><div><br></div><div> Here is where the "subtle differentiation" came in. I wanted to challenge students who were able to answer the question, but still be able to work with students who made a mistake or had a misconception. This year I've been making a conscious effort to focus on SMP 3- critiquing reasoning of others, so for each problem I created a "common misconception" response. I asked students who had the correct solution to try and determine what had gone wrong. I've used a similar strategy using actual student work but wasn't sure I would have enough time to identify one during every problem. I also used a variety of strategies in my misconceptions, so even though a student solved it with a ratio table, they had to analyze an error I made writing an equation to represent the situation.</div><div><br></div><div>It led to some interesting discussion and I was able to work with a few more students on the original problem. Concept assessment Monday, so we'll see!</div><div><br></div><div><br></div>Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-88440948635541573152013-08-26T18:14:00.000-07:002013-08-26T18:16:02.345-07:00180- Day 5 Connecting methods for dividing fractionsFirst of all, I am still over-planning for my lessons. I'm so used to planning for a 90 minute block instead of a 47 minute period. I've been starting each class with Estimate180, which is fantastic! Totally zero entry for the kids and fun! It is turning out to be perfect for the beginning of class- takes just a few minutes so I can take attendance and maybe glance around for homework. One class is just obsessed with Mr. Stadel though...they want to know where the pictures were taken, whether the picture is of his house/yard/etc, and one even asked if he was my brother :)<br />
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Today we did a little bit more <a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Dividing%20Fractions%20Rectangle%20to%20Traditional%20and%20practice.docx/446371488/Dividing%20Fractions%20Rectangle%20to%20Traditional%20and%20practice.docx" target="_blank">exploring with dividing fractions</a> and unit rate...worked on connecting the graphing method we did yesterday to the standard algorithm for dividing fractions. I used 4 divided by 1/3 so we were doing a lot of circling of groups and they were happy for a more efficient method.<br />
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I've been using kind of an exit ticket in the INB each day...depending on where we get to it either ends the period or starts the next day. Here's <a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Unit%20Rate%20with%20Complex%20Fractions%20Comparison%20exit%20ticket.docx/446801922/Unit%20Rate%20with%20Complex%20Fractions%20Comparison%20exit%20ticket.docx" target="_blank">the example from today</a>...I wanted students to summarize what they learned about unit rate and dividing fractions in order to compare two dripping buckets. I had them use both the graphing method and the standard algorithm- from here they will be able to choose whatever method they find most efficient for any given problem.Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-70323514501794988902013-08-23T20:57:00.000-07:002013-08-23T20:58:09.807-07:00180- Day Four- Visual Graph Paper Method for Dividing Fractions<br />
In 7.RP.a.1, students need to be able to calculate unit rate, including rates that have complex fractions. I tried a method for dividing fractions using graph paper that I found at Fawn Nyugen's site. Definitely great for my visual learners. Through the process I found students really just had trouble understanding whether the quotient should be a number greater than 1 or a number less than one, so that became our focus. By drawing out the fractions using the same wholes, they could see which was larger. I kept coming back to...is this similar to a "10/2" problem, which is more than 1, or a "2/10" problem, which is less than one. I did really like the method though!<br />
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Some of my not so very visual students did really struggle with it. Common misconceptions: When students created the rectangles to represent the fractions some of them really struggled to draw an accurate representation of the fraction. For example, if they chose a 4x5 rectangle because they were trying to model 4ths and 5ths, when they tried to shade 3/4 they would shade 3 sets of 4 squares rather than 3 rows out of the 4 rows in their rectangle. <br />
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This links to the <a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Dividing%20Fractions%20Rectangle%20Method%20Nyugen.docx/446371482/Dividing%20Fractions%20Rectangle%20Method%20Nyugen.docx" target="_blank">activity sheet</a> I used with my students. The end of the document has pictures from Fawn's website!<br />
<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-12428596298350629902013-08-22T19:52:00.000-07:002013-08-22T19:52:49.294-07:00180- Day Three- Nana's Chocolate Milk and Ratio Table Proportional ReasoningToday we started with <a href="http://threeacts.mrmeyer.com/nana/" target="_blank">Nana's Chocolate Milk</a> from Dan Meyer. I used it as an introduction and students brainstorm how they might fix the 2nd version. We then went into how we can tell if the ratios in a ratio table are in proportion to one another. I had students record a correct ratio table on a dry erase board, and look at what they noticed that might help us prove that the ratios were in proportion. We were able to identify some misconceptions through our discussion. Then I gave them three additional values and asked them to extend the table. Here is the <a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/Ratio%20Tables%20and%20Unit%20Rates.pptx/446202198/Ratio%20Tables%20and%20Unit%20Rates.pptx" target="_blank">powerpoint </a>I used...problems borrowed from my other 7th grade teacher :) I think I'd like to change the original ratio table...it had inputs of 5, 10, 15 so students jumped right to the pattern and sometimes didn't look beyond that pattern on their own and I had to suggest other parts to look at.<br />
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Finally, we looked at a ratio table that had errors...this was the piece and had them correct and put into their INB. Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-39941116330427759262013-08-21T18:26:00.001-07:002013-08-21T18:26:06.404-07:00180- Day Two Setting up a "sort of" INB and Estimation 180I'm pretty sure that I can't really call what I'm using an interactive notebook, as there are so many elements of INB that I'm not using. And it's definitely still a work in progress. We switched this year from 90 minute periods to 47 minute periods so I'm needing to rethink many things I did in class. The worst is that I'm so used to the flexibility of a 90 minute period for a variety of different types of activities- miss that! We also added an additional class so I have about 150 students- so much grading time! Oh well, on to things I have control over, right?!<br />
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So I'm using a composition book...so far we designated p 1-3 as the table of contents, and p 4-5 for a copy of our class syllabus (includes rubric for SBG assessments so I wanted to include it there). At the top of p 6-13 I had students glue a description of each of the Standards of Mathematical Practice. My thought is that when we do an activity and students identify some of the practices they are using , they can jot examples down. Later in the year they will have a bank of examples of each of the SMPs. Hopefully :)<br />
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I really want students to be able to use the notebook as a resource for SBG, so I thought that we would label the pages with the standards that will be entered in the gradebook. That way when students are studying or planning to retest they will have resources right there, and when we go to apply the standards to different concepts later in the year we will still have them handy.<br />
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We also started <a href="http://www.estimation180.com/days-1-20.html" target="_blank">Estimation 180</a>, including the brand new handout from the site. I whited out the last column about calculating percent error. That is in our second unit so I like that we will be able to go back and fill in percent error for all of our estimates in the first unit. I'm just amazed already at the general lack of estimation sense, even for something as basic as height. But I'm excited about doing it and think it will make for the perfect warm up length for the 47 minute periods. Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-16010268259192812232013-08-19T19:01:00.002-07:002013-08-19T19:02:06.837-07:00180- Day One- If Math Were a Food<br />
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I like to start my year off by asking students to answer the question "If math were a food, what would it be?" and have them explain why. I'm always so sad when students answer (fill in whatever hated vegetable) and their explanation is something along the lines of "it's just horrible".<br />
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Today I talked to my students about the fact that I genuinely like math...not calculations mind you- who really loves dividing mixed numbers by mixed numbers anyway- but being able to find something interesting in the world and be able to find out more about it by modeling it with mathematics.<br />
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Our first unit of the year follows 7th Grade Common Core Ratios and Proportions...I wanted to get an idea of what my students knew about Ratios and Unit Rates from 6th grade, so I used an activity my partner 7th grade teacher had in his file. <br />
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<a href="http://fcpsmathlessonsharing.wikispaces.com/file/view/7.RP.A.1%20Freddy%20and%20Fretta%20Ratio%20Tables.docx/445582820/7.RP.A.1%20Freddy%20and%20Fretta%20Ratio%20Tables.docx" target="_blank">Freddy and Fretta Frog Hopping</a> (clicking should download the file)<br />
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It was interesting to see the variety of responses my students included...most were able to solve the first problem but they used several different strategies.<br />
<img src="http://mail.aol.com/37966-211/aol-6/en-us/mail/get-attachment.aspx?uid=29440044&folder=Inbox&partId=1" /><br />
In the first problem students could just find that if Fretta hopped four times as many times that so did Freddy, the relationship wasn't as clear in the second question so students struggled. In addition, the answer was a fraction so there was a lot of discussion on whether Freddy really could jump half a jump.<br />
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<img src="http://mail.aol.com/37966-211/aol-6/en-us/mail/get-attachment.aspx?uid=29440047&folder=Inbox&partId=1" /><br />
The last question started with a mixed number. Most of my students just froze on that one but here were a few interesting responses:<br />
<img src="http://mail.aol.com/37966-211/aol-6/en-us/mail/get-attachment.aspx?uid=29440049&folder=Inbox&partId=1" /><br />
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So tomorrow we'll be on to looking more at ratio tables and an official pre-test required by our district- just couldn't do that to my students on day one!Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-27012339325685508532013-08-05T20:15:00.001-07:002013-08-05T20:15:03.667-07:00Twitter Math Camp 2013 (#TMC13)<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
I love that when I told everyone I was going to Twitter Math
Camp that they didn’t believe there was such a place.<span style="mso-spacerun: yes;"> </span>Oh but there is!<span style="mso-spacerun: yes;"> </span>And it was fantastic!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I missed out on day one due to a teaching commitment and I am so disappointed about what
I missed, but have loved reading about it on the blogs.<span style="mso-spacerun: yes;"> </span>If you didn’t get a chance to go this year,
definitely go next year!<span style="mso-spacerun: yes;"> </span>Car, bus,
train, plane, I will be there!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
My favorite part of TMC 13 was how welcoming everyone was…you
could just wander down to the lobby and join a conversation, head out to breakfast/lunch/dinner
with whoever was leaving.<span style="mso-spacerun: yes;"> </span>It was just as
easy to start<span style="mso-spacerun: yes;"> </span>a conversation with anyone
during “camp” about math teaching, grading, planning, or any random topic.<span style="mso-spacerun: yes;"> </span>I was able to meet lots of people whose
twitter handles I recognized, and many who I’ll recognize now.<span style="mso-spacerun: yes;"> </span>There were several people like me, who are
just getting started on Twitter, and it was great to feel so welcome despite that! </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"></span></div>
<div class="MsoNormal">
<span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"></span></span></div>
<div class="MsoNormal">
Some of my highlights:</div>
<div class="MsoNormal">
Middle School Group- </div>
<div class="MsoNormal">
Again, I came in on day two…Julie and Fawn started off with
the agenda, and when the group thought they might like to make problem solving
more of a focus, they reordered what we were doing so that would work.<span style="mso-spacerun: yes;"> </span>How often have you had the chance to be a
part of Professional Development that was flexible!<span style="mso-spacerun: yes;"> </span>(I’ve sat through numerous differentiation
sessions that were most definitely not differentiated, for example!) </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>I really liked the reminder
from Fawn that when problem solving with students, <span style="mso-spacerun: yes;"> </span>we really need to make sure that problems are accessible
to all.<span style="mso-spacerun: yes;"> </span>What manipulatives/vocabulary
might help to clarify understanding?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Organization session- everyone shared their ideas of how to
organize their digital files and webpages.<span style="mso-spacerun: yes;">
</span>I’m still not sure what/if I’m going to change from my <a href="http://fcpsmathlessonsharing.wikispaces.com/" target="_blank">wikispace</a>, but I
love Fawns idea of restricting activities to a “top 5” for each concept.<span style="mso-spacerun: yes;"> </span>I think doing something similar would really
save me time in the long run, and really make me look at the
activities/problems and decide which are the best for my students.<span style="mso-spacerun: yes;"> </span>I might have to go with top 8 though…not sure
I can keep it to 5- maybe just put my top 5 at the top of each page (so hard to
throw away anything…might be a candidate for “digital hoarders”!)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"></span>Cooperative learning
and groupwork- lots of great ideas from Anna and Jessica- I especially liked the idea that when
groups are sharing out of solutions and strategies- give each group a role or a
“look for” while the group is presenting.<span style="mso-spacerun: yes;">
</span>So often groups aren’t engaged in what the other groups are presenting
so I think that would work great as a strategy.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
My Favorites-</div>
<div class="MsoNormal">
This was definitely my absolute favorite part of TMC!<span style="mso-spacerun: yes;"> </span>I’d like to see this as a regular part of PD
everywhere!<span style="mso-spacerun: yes;"> </span>Everyone has lots of small
things that work really well for them in their classroom- this is a great forum
for teachers to share for just 5-10 minutes about an idea/method/activity/website/whatever….<span style="mso-spacerun: yes;"> </span>I’m wondering how if this could be something
that could be incorporated with students as well “My favorite strategy” or ???</div>
<div class="MsoNormal">
Of the my favorites, some of those I definitely want to
incorporate:</div>
<div class="MsoNormal" style="text-indent: .5in;">
David Wees- “Stop Thinking
Questions” “Proximity Questions” “Start Thinking Questions”.<span style="mso-spacerun: yes;"> </span>Give students <span style="mso-spacerun: yes;"> </span>tools for thinking rather than giving the
answers to the first two types of questions.<span style="mso-spacerun: yes;">
</span>I love his idea of playing a ukulele for slowing down the first two
types- I am musically inept, but maybe I could look busy walking around with <span style="mso-spacerun: yes;"> </span>my ipad (but not playing CandyCrush, of
course, that would be a distraction, right?)<span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span>.</div>
<div class="MsoNormal" style="text-indent: .5in;">
Chris Lusto- <span style="mso-spacerun: yes;"> </span>each group comes up with a definition of
something (circle)<span style="mso-spacerun: yes;"> </span>They read their
definition out loud, and everyone else has to create something that matches
their definition but is not a circle.<span style="mso-spacerun: yes;">
</span>“What<span style="mso-spacerun: yes;"> </span>is a ____” and see what
they come up with.<span style="mso-spacerun: yes;"> </span>Reminds me of a “peanut
butter and jelly” lesson where students have to describe in detail how to make
a pb&j and you try and make it EXACTLY how they describe it.<span style="mso-spacerun: yes;"> </span>Love that this idea is so easy to use, and
definitely zero entry for students.</div>
<div class="MsoNormal" style="text-indent: .5in;">
Glenn Waddell-<span style="mso-spacerun: yes;"> </span>y=a(x-h)+k<span style="mso-spacerun: yes;">
</span>Connect point slope form to vertex forms of other equations.<span style="mso-spacerun: yes;"> </span>I have to admit- I’ve never taught beyond
Algebra 1 (and a very light Algebra 1 course at that).<span style="mso-spacerun: yes;"> </span>I really hadn’t thought much about the
importance of point slope form of an equation.<span style="mso-spacerun: yes;">
</span>We focus so much on slope intercept and standard forms that it is so
easy to brush over point slope form.<span style="mso-spacerun: yes;"> </span>I
am reminded about how I need to find a good “everything above algebra 1 for
middle school math teachers” class.<span style="mso-spacerun: yes;"> </span>I’ve
taken lots of higher level math courses, but all many many years ago!</div>
<div class="MsoNormal" style="text-indent: .5in;">
Jasmine Walker- (my fantastic TMC13
Roommate) programming using the TI to output type of quadrilateral given- but
mostly I loved the idea that its ok to set students off down a path that you as
a teacher are unfamiliar with and be honestly unhelpful to help them persevere.</div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"></span>So many
others were fantastic…I have little notes here and there and plan on sharing
more as I figure out how they fit in with what I want to do with my students
this year.<span style="mso-spacerun: yes;"> </span>I am so appreciative of those who shared a my favorite, or planned a full session. Just one week until teachers
go back in my district, and students are back in just under two!<span style="mso-spacerun: yes;"> </span>Always exciting and nerve-wracking at the
same time to start a new school year <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span></div>
Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com1tag:blogger.com,1999:blog-5647232410752281612.post-6859315414157587792013-07-31T17:15:00.001-07:002013-07-31T17:15:34.906-07:00All about OrangamallowsIntroducing the Orangamallow...<div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2hn-Whzvk42zXzRbNIyRiv9mEkWvkvhKS94w-WfM1IH6ibuymFUU5wYr6gBw3zAxpvUEzwnjWPxBLqSafUf7g9wpZSWUpDRo2cniAq7AQTq7VA0-zJFyIn9auonPqii4mNJVISK5a2e2s/s640/blogger-image-445020656.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2hn-Whzvk42zXzRbNIyRiv9mEkWvkvhKS94w-WfM1IH6ibuymFUU5wYr6gBw3zAxpvUEzwnjWPxBLqSafUf7g9wpZSWUpDRo2cniAq7AQTq7VA0-zJFyIn9auonPqii4mNJVISK5a2e2s/s640/blogger-image-445020656.jpg"></a></div><br><div>I was lucky enough to be able to attend Twitter Math Camp 2013 in Philly last week. Part of TMC was a session called "My Favorite..." This was a fantastic entry point for those who had a "small" idea to share that wasn't really enough for a full session (or, if you were too chicken (like me) to sign up to present a full session!)<div><br></div><div>Never have I been so nervous to get up in front of a room of teachers! </div><div><br></div><div>So on to my favorite! Imagine you have a store that sells only oranges and marshmallows.</div><div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M3uMs0CIbS2IVo4KYCFGpvv3eXLQxgON_bPsBw5vbNBWenJ1jQ8jMK1RES6gFfOGmiDYP0tzLDvNTrP98rV-kx4aSkRiMfFu2G-Xe-9KulG88Ovc8c_bIQuuivW_K6UOv4HF7RL175R7/s640/blogger-image-1874197291.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M3uMs0CIbS2IVo4KYCFGpvv3eXLQxgON_bPsBw5vbNBWenJ1jQ8jMK1RES6gFfOGmiDYP0tzLDvNTrP98rV-kx4aSkRiMfFu2G-Xe-9KulG88Ovc8c_bIQuuivW_K6UOv4HF7RL175R7/s640/blogger-image-1874197291.jpg"></a></div><div><br></div>Ask a volunteer to take a few of each and toss them in a bag.</div><div><br></div><div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMhMY6Mlv9OrckIUYLni-N37UMJoTewaj2pKpo2X-UiKPHPzeKMp3juILcJA4j6I_ccA5ofQNb4YHOrSlMUngHAvjCS1A73eO2aClrFbVtg4yge2RtR11vS_-u_r3FUj1WnAQLijD92OCE/s640/blogger-image--1297156736.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMhMY6Mlv9OrckIUYLni-N37UMJoTewaj2pKpo2X-UiKPHPzeKMp3juILcJA4j6I_ccA5ofQNb4YHOrSlMUngHAvjCS1A73eO2aClrFbVtg4yge2RtR11vS_-u_r3FUj1WnAQLijD92OCE/s640/blogger-image--1297156736.jpg"></a></div><br></div><div>Give the bag a good shake, and ask your volunteer "what's in the bag?". Of course they will look at you like you are a little crazy, and in this case, say "3 oranges and 2 marshmallows." Ponder this thoughtfully, and ask for another volunteer.</div><div><br></div><div>This time, tell them to pick up two sets of marshmallows and put them in the bag.</div><div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgLR39rc5M7vJlFiAbLeyd-8IYxQkdaoOoxq4aeyncO_jt0AG6ARGR5lzCmnkhNOL4Zme7xo7Ewy9NjaD3W-DXXU9yfZNLzeoprcBAIZZjY2bHfE2mlNL_l6836w5j1CmRCp37qwJDonCK/s640/blogger-image-1545393649.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgLR39rc5M7vJlFiAbLeyd-8IYxQkdaoOoxq4aeyncO_jt0AG6ARGR5lzCmnkhNOL4Zme7xo7Ewy9NjaD3W-DXXU9yfZNLzeoprcBAIZZjY2bHfE2mlNL_l6836w5j1CmRCp37qwJDonCK/s640/blogger-image-1545393649.jpg"></a></div><br></div><div>Shake it up, and ask again "what's in the bag?" In this case they will probably tell you "5 marshmallows". Usually they don't look in the bag, so ask them to check and make sure.</div><div><br></div><div>This is where I like to look very confused...so if 3 oranges plus 2 marshmallows equalled 3 oranges plus 2 marshmallows, how did 3 marshmallows plus 2 marshmallows equal 5 marshmallows?</div><div><br></div><div>Using that reasoning, shouldn't 3 oranges plus 2 marshmallows equal 5 "orangamallows"?</div><div><br></div><div>So do this a few more times, and then ask what would happen if we put 2 "x"'s and 3 "x"'s in the bag?</div><div><br></div><div>Or 4 "x"'s and 3 "y"'s?</div><div><br></div><div>Somewhere in the conversation you can bring in vocabulary like "combining like terms", and model what the different algebraic expressions look like.</div><div><br></div><div>All year long, whenever someone makes a combining like terms error, you can hear a cry of "orangamallows" in the room!</div></div></div><div><br></div><div>Thanks, TMC and the general twitterbloggersphere for the forum to share!</div><div><br></div><div>Nicole</div>Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com9tag:blogger.com,1999:blog-5647232410752281612.post-76411139253396901972013-07-10T15:40:00.002-07:002013-07-10T15:40:50.557-07:00My Take on Standards Based GradingDuring term 4 of this past school year, I tried out standards based grading. I was alone in this endeavor (well, at my school anyway- lots of twitter/blog support and ideas!) There are so many things that I loved about the experience (and several things I need to work out before we start back in August.)<br />
<br />
Things I loved:<br />
<ul>
<li>being able to look at my online gradebook and see exactly where students were in their level of understanding of each concept. I took extra time when grading to enter a comment about what types of misconceptions each student had on their assessment. Each time they reassessed I updated the comment (often through cutting/pasting as many made the same types of errors, so it wasn't as time consuming as it may sound.)</li>
<li>students being able to focus on what they really needed to work on, get help with, and having an interest in improving their grade by truly learning concepts they didn't fully understand.</li>
<li>parents being able to see what their students understood (especially with the comments. I also entered the grade as 75.1 or 60.2 to let me know how many times they had attempted a retest. That way I could see right away who had/hadn't retested- only the grade prints out on my class grade sheet- comments show on individual grade sheets.</li>
<li>advanced level questions-I felt like this really challenged my students and they had to use their problem solving strategies to answer some higher level quesions- my rubric was basically: </li>
<ul>
<li>50% (no understanding)- really , no understanding of concept</li>
<li>60% (limited understanding)- a start towards understanding</li>
<li>75% (basic understanding)- wide range in this grade- often I would have several variations of the concept...for example, for area of a circle, students needed to be able to calculate area given radius/diameter, and calculate radius/diameter given area. A student who couldn't work backwards from area to radius but was proficient in calculating the area earned a 75%. In all cases students needed to show work to support their solutions. A student could also have a 75% if they understood the concept but had calculation errors so they never arrived at the correct solution.</li>
<li>85% (understanding)- able to show understanding for all questions except the advanced.</li>
<li>100% (advanced understanding)- able to answer an advanced level question in a context that students weren't exposed to in class- definitely accessible to students who used problem solving skills in combination with their understanding of the concept.</li>
</ul>
<li>the grade truly reflected what students understood. </li>
</ul>
I have always believed in reteaching and I truly wanted all of my students to reach understanding. At the same time, I was always in the "I'm preparing my students for high school and real life" mindset. I thought that students should study for the test (and I always had tutoring available before assessments), and that when the test was over, what they earned should be their grade. I didn't think it was "fair" that students should get to retest and that they wouldn't study the first time if they were allowed to retest. <br />
<br />
The last two years my school has had a retesting policy for students who earned a D/F. I had a hard time with a student who earned a D being able to improve their grade but those that earned a C/B/A couldn't. It was around this time that I discovered SBG (thanks to twitter and blogs- thanks to all who share successes and "needs revisions" so willingly!) I loved the idea and this year I talked to my (very supportive) principal about trying it out for 4th term. <br />
<br />
Why shouldn't I want students to learn every concept to the best of their ability before leaving my class? If they understand it, why shouldn't they earn an A? Some students get it right away, others need different strategies, or need to see how concepts connect with other (earlier or later) concepts before they really get it. I had to get over the "I'm preparing them for high school where they won't get second chances" mindset. They will still hit that, depending on their teachers, but they are going to leave my class with as much understanding of the concepts as possible! And if earning a higher grade motivates them, fantastic! <br />
<br />
But really, in real life, there are second chances. What if I got fired every time a lesson <strike>bombed </strike>wasn't fully successful? I think that students need to learn that in real life they have to take responsibility when something isn't working and figure out how to make it work. School (middle, high, college) should be a place where students should be able to take risks and learn from their mistakes, maybe even if the mistake was not studying for the test in the first place. (I'm
NOT judging those who aren't here yet- just sharing another point of
view, and welcome any feedback (unless it's about my grammar, sorry!))<br />
<br />
Things I need to work out:<br />
<ul>
<li>last year our schedule was 90 minutes one day and 45 the next. Next year we are going to 47 minute classes daily, so I am losing a lot of instructional time. It was really easy to build in extra reteaching/retesting opportunities in the 90 minute period. Really have to think about how I am going to make it work in 47 min. In addition, I'll have 5 classes of about 30 students rather than 4. Need to make sure I can give them feedback in a useful time frame without giving up all of my time!</li>
<li> motivating students to want to learn the concept/improve their grade. Students seemed to fall into one of these categories.</li>
<ul>
<li>absolutely wanted their grade to be 100% and worked to get it there.</li>
<li>not happy with d/f but satisfied once overall grade was improved to a C.</li>
<li>worked really hard but despite numerous reteaching/retesting opportunities not able to improve grade beyond a C.</li>
<li>did not show interest in changing their grade beyond original. These students still had to participate in some mandatory reteaching but didn't show an interest in improving their grade.</li>
</ul>
</ul>
<ul>
<li>need to come up with a way to help students keep their assessments/reassessments organized in a way that they can use them, but that I can still have some sort of portfolio (department requirement)- maybe digital- anyone have a good way? </li>
<li>rethink how students can "qualify" for a retest- I don't want to waste their time or mine by having them take a retest on a concept they don't really understand yet. During 4th term I had them make corrections to their original assessment. With concepts that a large number of students had to retest, I created an extra practice sheet with a variety of types of problems, and posted an answer key.</li>
</ul>
<br />
I'm hoping that anyone who has any thoughts about SBG (whether you've tried it yet or not) will share! We go back in about 5 weeks and especially with the move to Common Core and new schedule I've got a lot of planning to do :) <br />
<br />
<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com3tag:blogger.com,1999:blog-5647232410752281612.post-15570568733944095272013-03-30T19:11:00.001-07:002013-03-30T19:11:30.011-07:00Yes, Polly Pocket can Zipline (well, sort of!)Last week we had Polly Pocket Ziplining day in class! I showed students a short 15 second video of my 9 year old ziplining, and said that while I'd love to set up a zipline course in our courtyard, legalities would only allow us to create one for Polly Pocket!<br />
<br />
I asked students to think about where in the room we could put our zipline so that it was as long as possible. We've been exploring the Pythagorean theorem so students just needed to be able to visualize where they might find a useful right triangle.<br />
<br />
I put several diapers boxes around the room for students to use (which ironically, started a secondary debate about why I had so many empty diapers boxes). With the boxes and a drawing of a rectangular prism as tools students were able to see some different methods they could use to identify the diagonal of the classroom if they had the measurements for the length, width, and height of the classroom.<br />
<br />
They tested their ideas by using the Pythagorean theorem twice and the measurements of the diaper boxes...students used different right triangles in the box and showed that there are multiple ways of identifying the length of the diagonal.<br />
<br />
As a final step, they calculated the length of the diagonal of the room and we measured out the string for Polly. Away she went...well, at least halfway down the zipline. We definitely need a little bit more of the engineering design process to have a successful zipline...good thing we used Polly and not one of my students :)<br />
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Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com2tag:blogger.com,1999:blog-5647232410752281612.post-23290742010774886792013-03-19T20:11:00.000-07:002013-03-19T20:11:03.672-07:00Can a family really have 1.7 Children?Can a family really have 1.7 children? This was the question that came up today when students were exploring measures of central tendency. They were so convinced that the only possible appropriate answer for the average number of children in a family could be 2 because you can't have a part of a child.<br />
<br />
So I threw this their way...suppose we have two communities that are planning for how many schools they will need to build for the children. Each school has a maximum capacity of 1000 students.<br />
<br />
Community One: 800 families<br />
Community Two: One million families<br />
<br />
What happens in each situation if the community planners use the value of "2" for number of children instead of the number "1.7"?<br />
<br />
Great discussion followed...they were really surprised that ".3" of a child could make such a difference. 300 completely empty schools due to poor planning!Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-74654847423953087022013-03-09T10:35:00.001-08:002013-03-09T10:37:15.812-08:00First Barbie Bungee...now Zipline with Polly Pocket<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggnz6CEilLyiju5rzowSRXO4ybXndPboAcSV7ilRKcvLzZcT04HPnOybRTawhS0fWvr71WEauetdpT_XbjGioZ4AhfEo-ER84JsaewOi56Apu4XTqr3xoWZowb5TzfKWeo9XufsTXL6Vwi/s1600/Let%E2%80%99s+make+a+Zipline+for+Polly+Pocket!.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggnz6CEilLyiju5rzowSRXO4ybXndPboAcSV7ilRKcvLzZcT04HPnOybRTawhS0fWvr71WEauetdpT_XbjGioZ4AhfEo-ER84JsaewOi56Apu4XTqr3xoWZowb5TzfKWeo9XufsTXL6Vwi/s320/Let%E2%80%99s+make+a+Zipline+for+Polly+Pocket!.jpg" width="320" /></a></div>
So excited about an activity I'm in the middle of planning. We are starting 8.G.B.6, 8.G.B.7 and 8.G.B.8- all about understanding and applying the Pythagorean Theorem. In particular, I was trying to figure out how I might approach 8.G.B.7, which says: Apply the Pythagorean Theorem to determine unknown side lengths in right triangles in real-world and mathematical problems in two and three dimensions. I've done a lot in middle school math with Pythagorean Theorem before, but never really in three dimensions.<br />
<br />
Here's what I'm thinking...I really like the Barbie Bungee problem that a variety of tweeters and bloggers were using a little while back. We're going to try creating the longest possible zipline in our classroom. My daughter and husband went ziplining in the Caribbean so I was thinking of using a short video from that as the intro. I think I'll grab several big boxes from here and there so that each group of students can have a box. Hopefully they will want to design the longest possible zipline in their box...they will have to calculate how long of a piece of string they will need to create their zipline. Then everyone will figure out how long of a zipline we could make in our classroom.<br />
<br />
Not related to the Pythagorean theorem, but an interesting question of acceleration...does the longest zipline make for the fastest ride? Some of the boxes will result in a steeper zipline...might make for some fun data collection and extension problems.<br />
<br />
Any thoughts on other ideas with this?<br />
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<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com1tag:blogger.com,1999:blog-5647232410752281612.post-27412666567575844612013-03-04T18:43:00.002-08:002013-03-06T16:53:32.159-08:00Twitter and a bag of Vegetables (or two)<div class="separator" style="clear: both; text-align: center;">
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Totally inspired by Chris Robinson @absvalteaching at <a href="http://blog.constructingmath.net/">blog.constructingmath.net</a> and his tweet about a bag of frozen vegetables. We made it into a family experience. My 9 y.o. and I collected data first by steaming a bag of veggies and then weighing the different types of veggies in the bag.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrV6c_QMXOedNM6IedhTIFBWTE1WRcCWaUTrRJjmTbSnc4lyQpOPMG30HdtC8IPpSYy8Lrfj_rcqr6fUgNB5NHemDeI1QSo2MN_JkPDcKAbi6oDswBVkTg_1n_N1hPyRBZgkUL-OA98LpX/s1600/brocolli+cooked.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrV6c_QMXOedNM6IedhTIFBWTE1WRcCWaUTrRJjmTbSnc4lyQpOPMG30HdtC8IPpSYy8Lrfj_rcqr6fUgNB5NHemDeI1QSo2MN_JkPDcKAbi6oDswBVkTg_1n_N1hPyRBZgkUL-OA98LpX/s200/brocolli+cooked.jpg" title="cooked broccoli" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cooked Broccoli 3.9 oz</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdy8diZY244zUOhcFfu1CBUm3diVlpoKNuwUgNe7XurW7CAxtQRYymkpBExAdvXv6fbGHXWhF7oeiadjSWSdp_9TCLZQVxBwlDL-18RVMef0yLx4-1xZqUqgSGVILuA6CyjIyT1j7QKbHF/s1600/carrots+cooked.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdy8diZY244zUOhcFfu1CBUm3diVlpoKNuwUgNe7XurW7CAxtQRYymkpBExAdvXv6fbGHXWhF7oeiadjSWSdp_9TCLZQVxBwlDL-18RVMef0yLx4-1xZqUqgSGVILuA6CyjIyT1j7QKbHF/s200/carrots+cooked.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cooked Carrots 2.4 oz</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfosia7q_wbVVvwB2vEq4Ms5v4JMUrQaIXkxY9CvRx1DR3dhGWNZIBKlOnD4vS1N6bQt6GkidUs7eI-bePJ4UvI2g7fAvz7ki9DniMhfViUxn4RH_NK3guoQr-jL-beNMKVSDatP9rXaiZ/s1600/cauliflower+cooked.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfosia7q_wbVVvwB2vEq4Ms5v4JMUrQaIXkxY9CvRx1DR3dhGWNZIBKlOnD4vS1N6bQt6GkidUs7eI-bePJ4UvI2g7fAvz7ki9DniMhfViUxn4RH_NK3guoQr-jL-beNMKVSDatP9rXaiZ/s200/cauliflower+cooked.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cooked Cauliflower 3.2 oz<br />
<br />
Cooked: Broccoli- 41% Carrots- 25% Cauliflower- 34% </td></tr>
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She was curious by how different the total weight was compared to the outside of the bag, so we had to open a frozen bag and separate and weigh those!<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB-VgijFfFZh37pSo5xiY14J3opeXy8GGNMXdxVnN4O5h_hWz5yUxi6q7CjsZbyIeS77CCI-FrgItZJV16KroDOn7MhVnUxnAyZ1BxZC4SLuLyZ0I1FxUnppZ27nO2lS5zekOsV0p23shM/s1600/brocolli+frozen.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB-VgijFfFZh37pSo5xiY14J3opeXy8GGNMXdxVnN4O5h_hWz5yUxi6q7CjsZbyIeS77CCI-FrgItZJV16KroDOn7MhVnUxnAyZ1BxZC4SLuLyZ0I1FxUnppZ27nO2lS5zekOsV0p23shM/s200/brocolli+frozen.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Frozen Broccoli 5.2 oz</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5W5JMWGKWR-G78dBp9_NLyNU5inpzn8Qw6g6G7ZO8uLGUynvpeNmpoYnWZ_EbdqLppyyWpfq2nwsYe2CBmvR71eaaYeM8i1SplgNVzGRdVWdVKVJuAZ4XVOj_Lm8bXo6P6bSCwOfcztYZ/s1600/cauliflower+frozen.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5W5JMWGKWR-G78dBp9_NLyNU5inpzn8Qw6g6G7ZO8uLGUynvpeNmpoYnWZ_EbdqLppyyWpfq2nwsYe2CBmvR71eaaYeM8i1SplgNVzGRdVWdVKVJuAZ4XVOj_Lm8bXo6P6bSCwOfcztYZ/s200/cauliflower+frozen.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Frozen Cauliflower 4.2 oz</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK9wTD_1pSuCw7SLuvDQldQd31DjvzJGJpap67qCUq-pQ0uNzVCHGvwFYGROJi5nrznrFWCZ968A8sRwrQIR9VYVkoUhsAdq1b0my4vqowZ5vIYhxTl4UB7ndqgwcqaE3I7I1j-bcYwfSk/s1600/carrots+frozen.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK9wTD_1pSuCw7SLuvDQldQd31DjvzJGJpap67qCUq-pQ0uNzVCHGvwFYGROJi5nrznrFWCZ968A8sRwrQIR9VYVkoUhsAdq1b0my4vqowZ5vIYhxTl4UB7ndqgwcqaE3I7I1j-bcYwfSk/s200/carrots+frozen.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Frozen Carrots 3.9 o<span style="font-size: x-small;"><span style="font-family: arial;">z</span></span><br />
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<span style="font-size: x-small;"><span style="font-family: arial;"><span style="font-size: x-small;">Frozen Broccoli- 39% Carrots-29% Cauliflower 32%</span> </span></span></td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9hAsTELI-cs32oOXjf6wI8MTVjtFy1Qd7IzuuTaKuW9YdfgDQtqkn8ajC-au3R6z3M5gbnRMUrVtdyexMafwlNDGlUhIDk26mdFr_O1VUZQBNUC58osUH_ItJeLSoM0581s3FchadxQd/s1600/vegetables.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9hAsTELI-cs32oOXjf6wI8MTVjtFy1Qd7IzuuTaKuW9YdfgDQtqkn8ajC-au3R6z3M5gbnRMUrVtdyexMafwlNDGlUhIDk26mdFr_O1VUZQBNUC58osUH_ItJeLSoM0581s3FchadxQd/s200/vegetables.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">photo of veggies with "solid" colors</td></tr>
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<span style="font-size: x-small;"><span style="font-family: arial;">And a little bit more fun</span></span>...I wanted to use the picture to get my estimate...so I had my photoshop and programming savvy husband help me out...first we abstracted the different types of veggies in the photo, and then he wrote a program to calculate the number of pixels of each color.<br />
<br />
Results:<br />
<span style="color: black; font-family: arial; font-size: x-small;"><span style="color: black; font-family: arial; font-size: x-small;">broc<span style="font-size: x-small;">c</span>oli: 3972507</span></span><br />
<span style="color: black; font-family: arial; font-size: x-small;"><span style="color: black; font-family: arial; font-size: x-small;">cauliflower: 2322890<br />
carrots: 1169426</span></span><br />
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<span style="color: black; font-family: arial; font-size: x-small;"><span style="color: black; font-family: arial; font-size: x-small;">Pixel Percents: Broccoli- 53% Ca<span style="font-size: x-small;">rrots- 16% Cauliflower- 31%</span></span></span><br />
<span style="color: black; font-family: arial; font-size: x-small;"><span style="color: black; font-family: arial; font-size: x-small;"><span style="font-size: x-small;"> </span> </span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp6m0-Ox3bS4jlyhEJfD_lhdIrpPq47aWu6ByHoEKSSDuKBcW6Gl2YPUte2f5w69wOsWgRYbyjviEGO03oowAV40m13nzoiJrDfxR48iLNdXkGr0qUHkdFyI2dC4cgulXH7ZRrwgDJ6lA8/s1600/original.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp6m0-Ox3bS4jlyhEJfD_lhdIrpPq47aWu6ByHoEKSSDuKBcW6Gl2YPUte2f5w69wOsWgRYbyjviEGO03oowAV40m13nzoiJrDfxR48iLNdXkGr0qUHkdFyI2dC4cgulXH7ZRrwgDJ6lA8/s200/original.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">photo of veggies from bag</td></tr>
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Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com1tag:blogger.com,1999:blog-5647232410752281612.post-90874508569594398762013-02-20T21:01:00.000-08:002013-02-20T21:01:01.838-08:00Pizza SlidersI haven't yet figured out exactly what I might do with this but I definitely see Pizza Sliders in my classroom in the near future...Their slogan is "The circle is the new slice. With 3 different combinations and up to 3
toppings each, there’s never been more ways to enjoy Pizza Hut". hmmmm.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigDL1ouwkhCCP9U7QIBPfPsOjpD2IJRVH7yqvKzeQNfbrbLechxhm6Hy_WzPOlMrSFI2RtBg5JnkEuhJnnqWNx2EmDH65WPGy-Iw0Zf1QEfd4cROD-YTzaB8tKvrh8BsUs8933TbsoCvKR/s1600/pizza-sliders.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigDL1ouwkhCCP9U7QIBPfPsOjpD2IJRVH7yqvKzeQNfbrbLechxhm6Hy_WzPOlMrSFI2RtBg5JnkEuhJnnqWNx2EmDH65WPGy-Iw0Zf1QEfd4cROD-YTzaB8tKvrh8BsUs8933TbsoCvKR/s320/pizza-sliders.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaljJLka_PZKg3krHJ2ZnosN4KZ4lvlSWiIF66LFGt-WvYo8m9sY9_C4MVIsr9BFakNZc_DyvbL_dA4jYUOSzHd6VLUM0gsW9fXdgAiDPzgShON_lIdPc6h7gTqZiKE7aATtSnN0goQSio/s1600/Pizza-Hut-Sliders+Ad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaljJLka_PZKg3krHJ2ZnosN4KZ4lvlSWiIF66LFGt-WvYo8m9sY9_C4MVIsr9BFakNZc_DyvbL_dA4jYUOSzHd6VLUM0gsW9fXdgAiDPzgShON_lIdPc6h7gTqZiKE7aATtSnN0goQSio/s320/Pizza-Hut-Sliders+Ad.jpg" width="320" /></a></div>
<br />Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0tag:blogger.com,1999:blog-5647232410752281612.post-39555160230124850882013-02-20T18:43:00.003-08:002013-02-20T18:43:44.578-08:00A simple problem...rich discussion<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKbJ69IeCjwrdTjOyL2YjRJe6qEZBE8ssH83CqmyP4mWtwus7I351PkdC5rg9GenhdHap5HEBQlEqstAqD17wddCxt7cFaDyi-JrXWdRi4ZoZGvDRMltkhn4g7ry4ScTj4piW6O35hRqM2/s1600/one+day+car+rental+graph+systems.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKbJ69IeCjwrdTjOyL2YjRJe6qEZBE8ssH83CqmyP4mWtwus7I351PkdC5rg9GenhdHap5HEBQlEqstAqD17wddCxt7cFaDyi-JrXWdRi4ZoZGvDRMltkhn4g7ry4ScTj4piW6O35hRqM2/s640/one+day+car+rental+graph+systems.jpg" width="492" /></a></div>
I love that sometimes a good lesson can come from something simple. Today I handed out copies of this graph (which is from the <a href="http://www.learner.org/workshops/algebra/workshop3/lessonplan1b.html" target="_blank">Annenberg Insights into Algebra</a> site). I asked students to tell me everything they could possibly figure out about the information on the graph. Great discussion about slope and using different scales on the graph...which company is the better deal...what does the point of intersection represent in the problem...What are the equations of the line, and what do the slope and y-intercept represent in this context? <br />
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And the best part...all of this was STUDENT GENERATED! Yeah! <br />
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This afternoon I got to head to a nearby county to present at their "Math Gathering"...so nice to see so many teachers interested in professional development- loved being able to share a few ideas.Nicole Parishttp://www.blogger.com/profile/03065725300832806956noreply@blogger.com0