Quite awhile ago, I facilitated a day-long workshop for grade 2 teachers. During the morning break, I had the opportunity to chat with one of the participants about the work she was doing with her students. She talked about a routine she was using to open up conversations in her math class.

Fast forward about 10 months.

While looking through my photos, I came across the set of pictures I had taken with the intention of writing up this post. The following is my version of the really nice task she shared.

**Step 1:** Share this stack of containers.

Ask the students what they notice. Record their ideas. Next, ask them to share their wonderings and record their ideas.

**Step 2:** Tell them that the bottom container holds 5 crayons and the top container has 32 crayons. Ask them to think about how many crayons might be in the middle container, and prepare a statement that would convince the group that their idea could be true.

**Step 3: **Have them share their idea with one other person; a test run to practice their statements before sharing with the whole class.

**Step 4: **Ask the class, “*Who’s partner had something interesting to say?*” Step back and listen. (Totally stole that line from Cathy Fosnot–she uses it so strategically and magically in her workshops to create great conversations.)

**Step 5: **Ask for some more ideas. Record the quantities the students share.

I am taking *a teacher time* out here.

*A teacher time* out is nice strategy we’ve used in Lesson Study. It is a coaching move that Elham Kazemi has talked about. The purpose of the *time out *is to literally take time, right in the middle of class, to reflect and decide on the next set of teacher moves you are going to use. It is incredibly powerful to have the option to talk in the moment rather than saying after the lesson is over, *“I wish I had…” *

The intent of the teacher time out I inserted here (much, much later, long after the lesson was over) is to consider the idea that I am currently wrestling with: *what to pursue*. This idea is* c*ourtesy of Tracy Zager Johnson’s blog post *Which Mistake to Pursue*? Looking back on this conversation with the second graders, I want to think about *how* *to pursue* the ideas of quantity and magnitude.

How formal should this be?

Should we just open up the middle container and count them because this is the first time we have used this structure to pursue the idea of how quantities relate to each other? (The thinking behind selecting how many crayons were in each container was to be sure and use quantities of crayons kids could easily imagine.)

Do we have a sequence of teacher moves ready, like those listed below, and see what the kids think and say and do, and trust them to lead the conversation?

Have all kids record, on post-it notes, the quantity they each believe might be in the middle container and stick them up on the board. Talk about the estimates.

Talk about the number of crayons that couldn’t be in the middle container and why that could be true.

Have a few more students share what his/her partner said, and chat about the possibilities.

Have your kiddos do a short writing piece that captures the ideas explored so far: *If you had to choose one of the amounts written on the board (and it can’t be yours), which one you would choose? Why do you think that could be the amount in the middle container?*

Maybe I am over-thinking this whole deal and should just enjoy the conversation. (Because when you start to explore all of the possibilities as to how and where the conversation might go, it can get crazy and it starts to take on a life of its own.)

**Step 6:** What I actually did was collect a few more estimates, open up the middle container, and count the number of crayons. Lots of* ohhing! and ahhing! and groaning! and I was so close! *A very nice way to move into the next part of the day’s math work.

For those of you who want to check your estimate, the number of crayons in the middle container was: