Conall’s Assessment Story

As part of a presentation on assessment in math class I put together a short video explaining some key elements for assessment in my classes. When I was thinking about creating this video a certain young man in my class kept standing out in my mind. This video is really his assessment story. I wanted to share this video here in addition to the presentation. You can watch the video or read the transcript below.

Seeing this post through email and can’t see the video? Click here to go to the post page. 

Transcript

Hey everybody! My name is Jon Orr, I’m a high school math teacher at John McGregor secondary school in Chatham Ontario. I want to share a short story with you about assessment in math class.

I’m sure you remember how your math classes were structured… Lessons….homework …. repeat…then tests. And your mark was created by all those test results. I ran my math class like this for about 8 years.

What sparked a change for me was when I read these simple words that are written all over the Ontario curriculum document.”By then end of the course the student will…”

 

 

End of the course??? Really? I have until the end of the course to assess our learning goals? But I had been evaluating by the end of the unit or by Sept. 23 the test date! And like every math teacher that evaluation of those skills were stuck to a student for the rest of the year regardless how they improved upon those skills. I wanted my students to learn our course content not just by Sept. 23 but just learn them! I wanted to promote growth.

I needed my assessment and evaluation policies to reflect that! I want to share them with you and to do that I want you to meet Conall!

Conall is in my grade 10 applied math class. Conall also has autism. He functions very well in my active math class. One day Each week along with his classmates Conall logs onto his Freshgrade account and waiting for him there is a list of our current learning goals. Each learning goal shows not only his current progress, but his past achievement on that skill. Conall scans through the learning goals, and chooses one that he wishes to improve upon. Here is where Freshgrade is great, it captures and holds all of his work which provides me great insight into his learning. As Conall works to improve his learning goals he uploads pictures of his work through the app. I get to see that work and provide audio or written feedback also through the web/app or in person. What I love is that I get to see all that interaction for each learning goal (expectation) forever. I can see the growth that Conall is making. I love being able to see Conall’s thinking progress as he attempt problems. It makes me as a teacher more confident about his ability on the course expectations.

For example, Conall uploaded a picture of his work on solving a proportion.

He was confused on the nature of proportional relationships. After a comment and talking with him he made corrections and re-uploaded. That progression of learning stays in their portfolio for us both to see! His next step is to attempt a new problem to show consistency. And then he moves on to a different learning goal! We do this each week … ALL YEAR LONG!

Time is no longer a factor. Conall doesn’t have to compete with the rest of the class on his learning. He doesn’t get penalized because he couldn’t master the concepts by a specified date. This assessment structure gives more power to Conall while at the same time makes him take more ownership in his own learning. He has choice!He has to assess himself on each goal to know where to improve next.

But that routine isn’t just for conall….its for the entire class. Everyone uses their portfolio to push themselves and show their learning.

“Assessment is power not punishment” * in my class and that helped Conall and many of my students be successful this year.

Thank you

* Quote adapted from “Math is power not punishment” – Dan Meyer

Sum It Up! 

Here is a small strategy I used for our review day today.

In Advanced Functions we were reviewing average rates of change and instantaneous rates of change.

Instead of just doing problems from the book I organized the rate problems in 4 sets, polynomial, rational, trigonometric, and exponential/logarithmic functions. Each set had 3 problems.

I organized the class in groups of 3 and gave each group a set. They were to complete the problems and check the answers.

The kicker here was that the sum of the 3 answers in a set was written on the board.

img_0464

If the group got all questions correct their sum of their answers would match correctly. But…… If one was wrong they had to check all solutions and decide which needed fixing.

First, this small change made all groups work more carefully than usual. And second, when they had to double back, you could see them rationalizing which answers “had” to be correct and which answers were “toss ups”.

It was a great tool for students to self assess and evaluate their own readiness.

double desks

After each group completed a set they would swap with another group… Eventually completing all sets.

Commit & Crumple!

Saw this activity in a book I picked up at the NCTM conference a few years back (Philadelphia).

20140613-215822-79102641.jpg

This book has been great for engaging activities in math….here is the one we did today:

Commit & Crumple
We are reviewing for our exam and I wanted to review average rates of change and instantaneous rates of change. I wanted to see what they remembered…and also how they remembered the graphical representation of rates of change.
Continue reading