Students Use Book Creator to Author Mathematics: Part 2

For our last day of class with a “normal” schedule (today), I met with my students in our school’s 21st-century learning space.  There’s a sampling of flexible furniture, a corner with stadium seating, iMacs, a big-screen TV, an Apple TV, tables that also serve as white boards… chairs on wheels, couches with charging stations… it’s a great space!

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Students’ first task today was to finalize their multi-touch math books and submit them to me.  Since some student groups were able to virtually turn in their books last Friday, I was able to embed their .ePub files on my teacher website, and use each unique URL to share all of the books in a ThingLink.  Student groups downloaded and read no less than five books authored by their peers.

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I Think I’m Going to Break ThingLink

Blue, green and yellow “nubbins” in the ThingLink will provide .ePub files that are viewed quite nicely in iBooks.  Since this was our first Book Creator experience, and it wasn’t “graded”, I learned a lot about how I might change this sort of task for next time (when it *will* be “graded”): 1) I’d definitely create a very specific checklist or rubric.  This time, I wanted to see what features students gravitated to when few requirements were given.  I’d like to see more variety as far as tools and apps for content delivery from some student groups.  We’ll do a better job next time to take full advantage of this being a multi-touch book with interactive features.  I also need to do a better job of “quality control”.  I hate to say, “It must be so-and-so number of pages with such-and-such media” but these kids need that kind of structure.  Some projects are great, and some are sub-par. 2) I’d provide a structured way for peer review before submitting the books to me.  This time, *I* tried to intercept errors (if you download a few books, you’ll see I didn’t omit them all this time and wanted to feature student work for the sake of discussion even with errors). 3) I’d have a specific list of math book topics for students.  Whether I generate the list, or we create it together, it will be less of a free-for-all next time.  We’ll author books for a specific purpose (Preparing for semester exams in December?  For STAAR testing? As a summarizing project each quarter in replacement of a traditional “test”?) Do you have checklists or rubrics to share that might fit a task like this?  Any advice or suggestions based on your own experiences?  Feel free to share in the comments section.

Follow-Up:

Thanks to Dan Kemp for featuring this project on the Book Creator blog!  

 

Posted in Algebra 1, Pre-Algebra | Tagged , , , , , , , | 5 Comments

Students Use Book Creator to Author Mathematics: Part 1

This year, my students noticed that I often say, “You’ll never see that in a math book.” Some of the topics we explore take a twist.  For example, when students solved systems of linear equations using elimination, I called it the “I Wish Method”.

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If I’d ask students to tell me their wishes for this system, they’d say, “I wish the coefficient of x in the bottom equation was -4.”  Or, “I wish the coefficient of y in the top equation was -3.”  Then, students “make a wish come true” by multiplying the equation they choose by the appropriate number. Simple, and silly maybe, but they sure do seem to “get it”.  They understand that they have choices, and it gives them a sense of where to start.  Students affectionately call this a “Yencafied” lesson strategy, and often add a hashtag (#yencafy) in their notes. 🙂

imagesFast-forward to this glorious time of year, when “big tests” are over, and we feel a sense of relief and accomplishment.  I mentioned to my classes that I’d been thinking about this “never-see-that-in-a-math-book” theme, and I decided perhaps some of these strategies “should” show up in math books… and that these books should be authored by them.  They loved the idea!  Enter the versatile Book Creator app.

Day 1 (15 minutes)

I showed students these examples created by 6th graders and shared by Dan Bowdoin, and they were immediately up for the challenge.  I asked them to assemble themselves in groups of 2 to 3 students and they began brainstorming.  I didn’t want to overly-structure the task, as this was students’ first experience using the Book Creator app, I wanted them to “own it” and I hadn’t planned to “grade” the books.  However, in every class I had one or two students with the inevitable questions:

Student:  “Is this for a grade?”

Me:  “Whether it is or is not, will my answer impact the way you plan and create your book?”

Student: Pondering. “No.”

Me: “Then run along! :-)”

and

Student: “How many pages does it have to be?”

Me: “As many as it takes for you to communicate what you’d like your readers to know.”

Student: Unsatisfied.

Me: “How about between 4 and 6 pages?”

Student: Satisfied.

Since I introduced this idea at the end of a class period, students only had about 10 minutes to brainstorm.  I asked them to download the free version of Book Creator, and come to class the next day ready to write.  Some student groups immediately claimed topics, while other groups needed some help.  I expanded my original intent to include either a topic that has never been seen in a math book (and they were going to change that!) OR… just choose a math topic you like or feel comfortable talking about.

Day 2 (50 minutes)

At the start of Day 2, I demonstrated key features in Book Creator.  It’s so simple to use!  Want to add something to a page?  Select the plus sign in the upper-right corner of the screen. Want to edit that thing you just added?  Select the element, and press “i”.  Also sensing that students needed more structure, I shared a quick graphic organizer to help students plan their books.  I also encouraged students to consider media and apps that would showcase their creations as interactive eBooks.  Does “video” mean only using the Camera app?  Or could we use Explain Everything?  Tellagami?  PhotoSpeak?  Could images be photos of problems worked in a notebook?  On a whiteboard?  Something jazzed up using ImageChef?

Screen Shot 2014-05-25 at 8.19.18 AMStudent groups assembled and the buzz ensued.  I distributed iRig microphones to student groups who had ideas for video and audio elements.  Not only do these mics greatly reduce background noise, but they bring out student personality in a BIG way.  Put a microphone in an 8th grader’s hand, and you’ll see a new persona!  Throughout the class period, I circulated and checked in with students, and pretty much let them run with it.

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Day 3 (50 minutes)

Day 3 was this past Friday.  Most student groups were able to submit their ePub files to me by the end of class.  I set up an assignment in eBackpack where students could upload their completed books.  As I circulated, I was able to open each book on my own iPad using iBooks, look through it, and offer advice (especially if mathematics was incorrect or key vocabulary was misused).  Students then edited and resubmitted their books to me.  My iBooks Library is looking more festive than ever!

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After school, I uploaded all the ePubs to my teacher website on a “hidden” page.  This process provided a hyperlink for each book… and if you read my blog at all, you’re probably not surprised to know I embedded these ePub book links in a ThingLink! 🙂  On Tuesday, my classes will meet in our middle school’s new 21st-Century model classroom, which is a seriously decked-out learning space.  Using the ThingLink, students will have the opportunity to download and view one another’s books.  I’ll let you know how it goes!

Posted in Algebra 1, Pre-Algebra | Tagged , , , , , , , , , | 1 Comment

Teacher Report Card: An Annual Google Form

thephotoThis is the second year I’ve used a Google Form “Teacher Report Card” with my students. To access a sample report card, and learn about those who inspired me to try this type of feedback, go here.  I love the looks on students’ faces when I tell them it’s their turn to grade me – oh the power!  And why shouldn’t students feel empowered to share their voices with us… about us teachers?  I love reading the praises and stings, and being able to process the feedback to keep doing what seemed to work, and tweak the things that didn’t go so well.  Reflection is a healthy process for teachers, and there’s no one better on the planet to ask than the students with whom you’ve spent so many glorious hours.

What I found to be THE MOST INTERESTING responses this year were the answers to “What did you like BEST about this class?”  This was an open-response item in the Google Form, so students could elaborate and I analyzed their answers for patterns and themes.  Being middle school students, I thought for sure a social aspect, or possibly the technology component would be in first place.

Not even close.

Screen Shot 2014-05-21 at 7.50.18 PM My former principal Jackie Santanasto is right on target when she says, “The single most influential factor on student learning is the classroom teacher.”  It’s fascinating, humbling, and for me, a bit unexpected in this 21st century we’re living in.  Thankful to have been a positive influence on another crew of kids.

Some responses in the raw (jazzed up using quozio.com)I-like-that-you-let-usThat-we-get-to

 

 

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The-energy-my-favorite

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My FAVORITE response to, “How can the class be improved?”

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Me too, kiddo.  These desks-with-a-metal-bar-attached-so-you-can’t-even-move-them-side-by-side-because-the-bar-makes-it-impossible-to-get-to-the desk’s-seat are the death of me.  Traditional rows make me sad, but they are pretty much the only thing I can do with these sorry desk-chair-combos.  We collaborate in the hallways, on the floors, and generally in spite of them.

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Teacher report card, anyone?  If you’re brave enough to give it a go, I’d love to hear your feedback.

 

 

Posted in Algebra 1, Pre-Algebra | Tagged , , | 3 Comments

Radical Nearpod Art

Screen Shot 2014-05-18 at 6.36.33 PMThe element of “play” can be a powerful part of learning.  Several weeks ago, my 8th grade algebra students solved radical equations through a Nearpod lesson found here.  When I designed this NPP (Nearpod Presentation) I created the “radical dude” character using Keynote to reinforce that the independent variable is under the radical symbol.  Little did I know he’d get many make-overs during our lesson.

During the Nearpod lesson, students first witnessed a specific, worked-out example.  Next, students had to work out a somewhat similar example using the “Draw It” feature in Nearpod.  For the first problem or two, students stuck to the work at hand, sometimes admitting that they had just zoned out and didn’t expect to be held immediately accountable. 😉

Once students understood my lesson pattern (I do… now you do…) the “radical art” ensued.  Students swiftly solved each radical equation so that any extra time they had left could be spent embellishing the “radical dude” on the slide.  I was in hysterics, and so were they as I “launched” anonymous student work samples to all of their screens.  Yes, our priority was the algebra… but the playful cartoons made the lesson truly fun.

Enjoy this “radical art” collage, created with Canva.   It features some of my favorite radical make-overs.

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Follow-Up: I displayed this “Radical Art” on the screen at the front of my classroom today. Students went crazy!  Immediately, they crowded around the screen to find their included masterpieces.

Currently in class, we’re working on a Book Creator project, and one group chose “Solving Radical Equations” as their book topic and wanted to include this art in their eBook.  I told them to search for it here, or in my Twitter feed.  When I told them they’d been retweeted at least 11 times (at my last glance) and that they went “viral” on Twitter, there was an immediate buzz in the room!

 

Then one of my students found this image on Twitter.  She looked at me, completely perplexed, and asked, “MRS. YENCA!?!  WHY DO YOU HAVE *SO* MANY FOLLOWERS?!!?”

Ha! 😉

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Student Voice, Screen Casting and Explain Everything

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Watching Explain Everything student videos on the big screen.  Made with ImageChef

Having iPads redefines many elements of teaching, learning, and assessment.  These past 2 years, I’ve experienced a learning curve not unlike that of a brand spankin’ new teacher.  This year I’ve begun to make the shift from technology-empowered teacher to a teacher who empowers students more.  It takes time, but when I let go and give more control to the kids, I’m not disappointed.  On the contrary, I realize that I didn’t know what I didn’t know about my students.  The more I learn about them and their thinking, and the more I impart this feedback to them so they know themselves better, the more we all understand the mathematics.

Sometimes, this process isn’t pretty.  They’re wrong.  They have misconceptions.  They generalize things they shouldn’t.  But knowing they’re doing those things presents true opportunities for learning, for communication, for mathematical debates, and for deeper understanding.  Student voice in the mathematics classroom is SO IMPORTANT in this learning process.  It’s not about the iPad, really.  It’s about making student thinking something we can see… and hear… and process… and discuss… and when necessary, revisit and revise.

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Reshan Richards, fellow ADE and creator of Explain Everything

“Screen casting” is a great way to use the iPad to capture student voice.  On occasion, I’ve used the Explain Everything app with students, but the workflow of gaining access to these videos was challenging.  Generally, students recorded the videos on their iPads during the first half of class, and we attempted to watch them on the “big screen” at the front of the class during the second half.  This was a great start, but when the bell rang I had nothing to show for their efforts.

Now that our district has access to Mediacore, I’ve begun making screen casting part of class more often.  We also *just* got a few iRig microphones for iPad, which block background noise so multiple student groups can record simultaneously in one space.  Screen casting is an AWESOME way to encourage student voice, but logistics such as workflow and noise can’t be ignored.  There’s also a bit of a learning curve with the Explain Everything app itself, which is why some students simply choose to use the iPad camera instead.  Again, it’s not necessarily about the iPad or the app, but capturing thinking.

Here are some recent samples from my Algebra students.  Prior to the STAAR End of Course exam, student pairs chose released problems from last year’s test to work and explain.  Watching the process of students creating these videos is fascinating and fun.  They plan who’s going to say what.  If they goof, they insist on recording the video again.  They soon realize that a 1-minute video may take 30 minutes to create.  They say things that make you go “Hmmm?”  They reveal a creative, often dramatic side of themselves that otherwise might go unnoticed in math class.  They’re forced to consider correct academic vocabulary.  They solve problems in a variety of valid ways that not everyone may have considered.  They reveal misconceptions.  They’re even wrong.  But every video has value for discussion.  That’s our class culture – mistakes are learning opportunities.  Errors are very, very valuable.  Students watch their own videos repeatedly, and can’t resist watching their friends’ videos too.  There’s instant buy-in because it’s all about themselves and their peers.

This review was completed before we had our new noise-blocking mics, so excuse the background noise.  Now that I have an established work flow, and some snazzy mics, I think screen casting will gain more presence in my practice.

How are you using screen casting and student voice in your classroom?

Check out another Explain Everything screen casting example from my colleague (and my son’s teacher this year!) Laura Wright here.  Integrating mathematics concepts and the Iditerod?!?  How cool is that?

Looks like Dan Meyer is seeing value in capturing student voice in the raw.

 

Posted in Algebra 1, Pre-Algebra | Tagged , , , , , , , , , , | 4 Comments

Stuff I’ve Been Up To

I can hardly believe the school year will abruptly end in a few short weeks!  It has been a fantastic year, jam-packed full of amazing opportunities.  A quick top-five-favorites goes a little something like this…

1) My students – I just adore them.  They’re the reason anything I share here matters.

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2) Mentoring a fantastic student-teacher-turned-true-teacher, Lauren.  Taking a new teacher “under my wing” is only secondary to teaching kids.  It’s like having one big student (figuratively speaking of course, HA!) and therefore, potentially one big impact on someone’s practice.  The intense experience of being a cooperative teacher always pushes me to be better.

 

3) Continuing as a Nearpod Author.  Creating content and impacting classrooms beyond my own with content from my heart and my practice is truly rewarding!  In addition to the 7th grade content I designed last summer, Nearpod has just published the 6th grade topics I’ve been working on.  I can’t say enough how exciting it has been to be directly involved with one of the most powerful and motivating classroom tools I’ve seen at work with my kids.  Have I mentioned that I adore Nearpod?  🙂  Check out some “Teacher’s Appreciation Week” freebies from Nearpod here.

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A huge “thank you” to Monica Burns for the Nearpod mention on Edutopia, found here.

 

4) Tutorial Videos for Querium.  I had the pleasure of working with a dream-team of ed-tech visionaries at Querium this year.  With the help of the amazing Colin Lowry, we created 40+ algebra tutorial videos for Querium’s smart software.  Check out this fun time-lapse video from several of our recording sessions!

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5) Publishing my first book in the iBooks Store.  I was thrilled to be one of roughly 100 Apple Distinguished Educator authors chosen globally to have my interactive book published.  Grab it (for free) to take a peek into my classroom, and download some simple yet powerful (free) assessment templates you can use in your classroom tomorrow.

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To explore lots of relevant 21st-century education topics, and many more free books authored by ADEs, select the banner.  Enjoy!

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Desmos Explorations

If you haven’t seen these fantastic interactive desmos labs, you need to know they exist… and so do your students!  I plan to use Des-man this week (and I had more than a little bit of fun making my first Des-man too).

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This is great time of year to present students with a highly-engaging, customizable, high-tech task.  Well, any time of year is good for that, but this is a PARTICULARLY good time to prevent that end-of-the-year “check out” to which students (and unfortunately teachers) tend to default.  Yes, the sun is shining, and some have even begun to count down the days of school still remaining, but here’s desmos to the rescue.

Follow up:

My algebra students thoroughly enjoyed Des-Man.  You know it’s a “Nguyen” when the bell rings and all the students say, “Awwwww!” and don’t want to quit the task.  I got e-mails from students throughout the day, long after they had left my class, sharing additionally created Des-Men.  One student created a Des-Cat!  Kids were literally asking permission – “Can I make another one?” – Love it.

The day we used Des-Man in class, some students were away on a field trip.  Best quote of the day was a student who said he “felt bad” for the kids who were on the field trip because they were missing out on Des-Man…

Say what?!?!  REWIND…!  Press PLAY!  Read THAT again and internalize that!  This student was being completely sincere!!!

A side note: Each student-created Des-Man generates its own unique URL.  I wish I would have asked each of my students to share their URLs with me so that I could embed them all in a ThingLink.  On the other hand, I notice that the URLs to Des-Men can be edited by anyone, so perhaps screenshots would be preferable over links.  Not sure on that one.

I shared my own Des-Man-meets-Slope-Guy URL here – just click the last image below to see it on desmos.com.  If he’s been tinkered with… it wasn’t me! 😉

P.S. Confirmation that Desmos URLs lead to images that indeed are editable by anyone.  Alas, my Slope-Guy Des-Man only exists in the screenshot below.

imageDes-Man Classphoto 1

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Posted in Algebra 1, Pre-Algebra | Tagged , , , , , , , , , , | 1 Comment

Student-Created ThingLinks

When ThingLink announced a way for teachers to set up classes of student accounts all monitored through the teacher’s e-mail address, I was determined to give it a go.  After some trial-and-error with the process of setting up a “ThingLink Classroom” (described here), I drafted this set of step-by-step directions for my expectations of the first specific ThingLink task for my students.  Feel free to reference these directions for your own classes if you find them helpful.

Here are some student samples –  this was our first go-round, and I hope to set up my “ThingLink Classroom” early in the school year this coming fall, so students can create their own ThingLinks all year.

 

Posted in Algebra 1, Pre-Algebra | Tagged , , , , , | 3 Comments

#2minPD Project: Using ThingLink for Pre-Teaching

Thanks to a connection fostered by my pal Guido over at Nearpod, I found out about a unique opportunity to do global professional development in 2 minutes flat.  The #2minPD project is the brain-child of Stanford fellow Melissa Pelochino, whose goal is to reach 1,000,000 educators per day with relevant #2minPD videos.  These short-and-sweet vids are currently being created, collected, and curated with a bigger purpose of global sharing described here.

You know that cool strategy you do with your students that you think is “normal”?  I’ve learned over and over again that my “normal” is not necessarily everyone’s “normal”.  That thing that you think is “nothing”… that isn’t worth sharing… that thing that you just *do* because it’s what you do…?  The #2minPD project is a grand opportunity to share that thing with the world.  Let’s get some great math examples out there!

If you create a video, I’d love for you to post your link in the comments.  Learning and sharing classroom strategies in this manner can have a huge impact!  Besides, folks definitely have 2 minutes to spare.  🙂

Here’s my first #2minPD video – hoping to create more!

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Posted in Algebra 1, Pre-Algebra | Tagged , | 1 Comment

#NCSM14 Take-Aways

photoI had the pleasure of attending and presenting at the NCSM Conference in New Orleans last week.  I’d never been to an NCSM conference, and I wasn’t sure what to expect.  As a classroom teacher, would I feel out of place?  Would those in attendance be open to hearing about 21st-century tools and how my colleagues and I have been using them with our students?  Would the sessions presented be relevant to me?

I heard the statistic more than once that the average age of an NCTM member at the moment is 55 years old.  I sense we’re in a transition between educators primarily valuing the experience and authority of professional organizations like NCSM and NCTM, and the impact of social media like Twitter, blogging and online meetings like Global Math as professional development in real-time with real people.  I find value in all of these sources, yet sensed a divide between math educator generations a bit while chatting with folks over meals and while standing in lines.  I made it a mission to inform people I met about the value of Twitter and pretty much twisted their arms to sign up in my presence. 🙂  I challenged them to begin following the #NCSM14 hashtag for the duration of the conference to see if Twitter feeds offered them additional perspective.  I appreciated the number of sessions highlighting technology, as well as a very apparent theme about the importance of effective formative assessment in math education.  Though a divide exists, I sensed that NCSM aims to provide sound research and resources yet simultaneously values the way PD is changing through current mediums.  I did not feel out of place, and sessions were certainly relevant to me.  So glad I had the chance to attend!

Some highlights, takeaways, and opinions on sessions I attended:

Dr. Mike Schmoker’s tongue-in-cheek session FOCUS: First Things First for the 21st Century reminded us that fundamentals of teaching are still relevant.  The ideas of an objective, anticipatory set, small chunks of content, guided practice and monitoring seemed blatantly obvious from our “Teaching 101” experiences.  Yet, Schmoker made the staggering claim that 95% of the classrooms he’s seen do NOT look like this with any consistency!  Do teachers know how to effectively plan their lessons?  Ouch.

Screen Shot 2014-04-12 at 8.42.41 AMI like these reminders, as it’s very simple to get pie-in-the-sky with 21st century learning.  Having a focus and asking fundamental questions is a great place to start with any initiative in my opinion.  I love the last bullet point here – with new TEKS on the way (Texas is not a Common Core state) we need to start this thing right and have a detailed map of what we’re teaching, the sequence we’re following, and what common assessments we’re using.  Additionally, the second bullet point is a case for students writing in their mathematics classes more often.  I love “5-minute paper” strategies in math – pose a question to students very generally, like “Tell me everything you know right now about Probability.”  Set a timer for 5 minutes, let them write freely, and ask students to share what they wrote… or trade papers and comment on one another’s papers… or I just collect ’em and read a few out loud.  Written communication also applies to mathematics education!

Screen Shot 2014-04-12 at 9.56.23 AMAfter running to shake the hand of the great David Wees, I went to Jere Confrey and Erik Johnson’s session Using Digital Environments to Foster Student Discourse.  Jere and Erik painted a picture describing the ideal digital math workspace with a variety of tools at students’ disposal that also foster a social environment valuing student communication, as well as the ability to share student work efficiently.  They demonstrated features of Amplify as a digital solution.  I’ll be curious follow the development and implementation of this… tablet?  Software?  Tool?  Potential silver bullet?

Having had experience as a math coach, I attended several coaching-themed workshops as well.  In Contributing to a Culture of Mathematics Coaching for the Standards for Mathematical Practice, John Sutton, Arlene Mitchell, and Clare Heidema did a great job describing what a coach *is* (stands alongside the teacher but doesn’t do the work for the teacher) and *is not* (an evaluator, one who overtakes during a lesson in progress, one who imposes).  A spin I hadn’t heard articulated well before this session was a description of an “effective consumer of coaching”.  This is a person who asks a coach for targeted feedback, is open for reflection, tells a coach what kind of classroom interaction s/he desires, and is willing to examine her/his own content knowledge.  Describing an effective “consumer of coaching” places responsibility and ownership on both the coach and the consumer.  I like that.

In Agents of Change in the Era of the Common Core State Standards, Lucy West and Antonia Cameron honed in on a coaching model that works on instructional goals and content goals simultaneously (you can’t teach what you don’t know).  Helpful videos showing what a pre-conference, lesson enactment, and post-conference look and sound like helped us experience a true coaching session.  These were not touchy-feely and fun, but challenged the teacher in ways that could have resulted in conflict.  To paraphrase Lucy, however, conflict HANDLED WELL can be the juice that stirs the pot, and makes possible a new thought or inspiration or improvement.  Coaching doesn’t always “feel good” but it sure has potential to foster good things.  Likewise, emphasis on communication and planning between administration and the instructional coach was refreshing.  Principals took videos of themselves in action, shared with other principals, and modeled a willingness to grow, change, and become more self-aware.  Nice!

The session that challenged my colleagues and me from the get-go was Tim Kanold’s Beyond Teaching for Understanding: The Elements of Authentic Formative Assessment!  See that exclamation point right there in the title?  TOTALLY APPROPRIATE.  Kanold is not afraid to make bold claims backed by research that smack you in the face in such a way that you don’t quite know what just happened.  Here are his slides, and I venture to say that perhaps “you had to be there” to experience the true impact of their contents.  Kanold has a gift – he makes his audience question every single thing that they’re doing… or not doing.  There’s some kind of magic in the way he made me question my practice in a painful and exhilarating way.  Two conversations that immediately got a rise out of us:

Screen Shot 2014-04-12 at 9.17.08 AMQuestion: Are we calling something “formative” that is simply “diagnostic”?  To truly be formative, ACTION must be taken.  The idea is a “feedback loop”.  Once we access that valuable data from our students, what the heck are we doing with it?  Students need us to take action, and to be part of the process.  Don’t keep that data to yourself… do something with it.  Now that’s truly formative.

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Question: What’s the purpose of homework?  Kanold says that “homework should never be graded” and I agree.  Why would I put a mark in the book that represents a student’s first experience with a new concept?  Kanold claims students should have answers to all of the homework in an upcoming unit so the practice homework provides includes instant feedback (finding out if the problem is correct the next day in class is too late).  Ask students to “embrace their errors” and take action during independent practice outside of class as a regular part of their homework experiences.  Kanold also poo-pood the idea of giving mass amounts of homework.  For math, he basically says less is more.  Very controversial ideas for some folks right here.  I’m diggin’ it.  Follow him on Twitter here.

I also plan to get my hands on John Hattie’s book and want to spread Kanold’s terminology of asking “What are the solution pathways?” versus “What’s the answer?”

Screen Shot 2014-04-12 at 10.47.08 AMIn Teaching Math Through Real World Topics, Karim Kai Ani engaged us with perplexing questions and media to support them.  For example, should a certain pair of athletic shoes cost the same regardless of their size?  What is the price per ounce of each shoe?  How might the price of shoes be adjusted if we consider the cost of materials?  Let’s graph this thing using Desmos and continue the conversation… I love what Mathalicious is up to.  I think you will too… check them out here.

I appreciated the emphasis at NCSM on using digital tools for formative assessment to make student thinking visible.  Two sessions, Digital Tools 4 Capturing & Analyzing Student Thinking with Jonathan Wray, and Creating a Classroom Climate that Fosters Mathematical Thinkers with Katie England, both highlighted the ways technology helps generate and share student work, and how this positively impacts classroom culture and student achievement.  You’re speaking my language, folks.

"For Our Yearbook" - Made with ImageChef

“For Our Yearbook” – Made with ImageChef

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We are divisible by three.

Okay, okay… so no math conference is complete without a shout-out to Dan Meyer and his 3-Acts!  Dan literally feeds off of crowd participation, skipping off the stage to hear what we think, as we hang on his every word.  For the “whats” and “whys” of 3-Act Math Tasks, NCSM is featuring resources here… and I have a sneaking suspicion we’ll be seeing Andrew Stadel and Robert Kaplisky on stage with a packed ballroom at a future conference.  Is there a requirement that one must look like Dan Meyer’s next-of-kin to be in this superstar California-guy math club?  😉  C’mon, the resemblance is uncanny!  It’s an honor and a privilege to chat with these folks in person after admiring their work digitally from afar.  Check out Andrew’s blog here, Robert’s blog here, and Dan’s blog here.

Screen Shot 2014-04-12 at 11.42.40 AMOur last session was… ours!  Jerri LaMirand, Laura Wright, Laura Ringwood and I shared about using iPads in a 1:1 environment.  Each of us highlighted formative assessment apps and tools that aren’t math specific, but can be used with gusto in mathematics classrooms to foster metacognition.  Details regarding our session, including resources, samples of student work, and our online Smore flyers can all be found here.

Just For Fun

#NCSM14 was in New Orleans, so “fun” was also part of our #NCSM14 equation.  Here are some goodies we thoroughly enjoyed.

Pearson’s table in the exhibit hall featured the amazingly talented digital cartoonist, Doug Shannon.  Equipped with an iPad mini, a drawing app, and his fingertip, Doug whipped up full-color digital caricatures in minutes.  Here’s an Eanes ISD shout out – thanks Doug!  Left to right: Jerri LaMirand, Laura Wright, Cathy Yenca (that’s me looking CrAzY), and Laura Ringwood.

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We spent an evening at the Audubon Aquarium thanks to ETA, where I found some perplexity to incorporate into studies of volume next year.  A fish tank with a cylindrical portal was quite amusing… and I plan to find out its dimensions to make an authentic 3-D task. (P.S.  See dimensions below!)  Looking at this photo, I can see why my caricature looks like it does… well shoot, I really do look like that, don’t I? 😉

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Our “commute” from hotel to conference center included an efficient stroll through a Harrah’s casino every day.  Three days out of three I was carded by security.  This is to be celebrated.

To promote the Smore online flyers for our session, we shopped for, packaged, and distributed 200 literal s’mores to folks at NCSM.  From deciding how many boxes of graham crackers to buy, to comparing unit prices of Hershey’s chocolate options, to designing, cutting, and attaching information cards to each s’more bag, this sweet and impromptu project was a math bonding session with my colleagues that I won’t soon forget.

Yes, we went shopping before the conference.  Trust me, it's not what you think. #200s'mores

Yes, we went shopping before the conference. Trust me, it’s not what you think. #200s’mores

Considering Unit Prices and Wrapper Importance

Graham Crackers and Marshmallows

NOLA food was amazing.  Goat cheese and crawfish crepes… red beans and rice… and beignets were some highlights!

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Final Fun:  Immediately after our session, I found out via e-mail that I’ve been accepted to the ADE 2014 Global Institute.  Here’s my reaction.  Yes, I almost dropped my beignet on the floor right there.

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P.S.  The Audubon Aquarium responded to my e-mail                                                                 and provided the following dimensions for the crab tank:

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