Home

Episode 3 Supports

  • Reflecting: Kate and Christopher use diagrams to demonstrate why additive reasoning does not work to find a unit ratio.

  • For use in a classroom, pause the video and ask these questions:

     

    1. [Pause video at 1:50] Can someone revoice Christopher's idea? What do you think about that method to determine the amount of time and distance for a car to travel at the same speed?

    2. [Pause video at 3:03] What do you think about the possibility of two different amounts of miles that would make a car travel for 1 minute at the same speed as a car traveling 10 miles in 4 minutes?

  • When engaging in the tasks in class, invite your students to consider features of mathematical diagrams by asking students to:

     

    • Compare diagrams at 4:46 and at 6:02.  Ask a student “Can someone say how these two diagrams are different? How are they similar?

    • Share differing models. For example, ask "Does anyone else have a model that is different from these that they would like to share?" Follow up by asking "Can someone say how this diagram is different? How is it similar?"

1

2

3

 

Mathematics in this Lesson

Lesson Description

 

Kate and Christopher extend their use of diagrams to form a unit ratio in a speed context.