Display the images that show Andre’s measurement of his teacher’s shoe from the previous activity.
“Today we looked at how other students measured their teacher’s shoe. We discussed ways to revise Kiran’s measurement of 19 cubes because he used some connecting cubes and some small cubes.”
“Kiran says that Andre’s measurement must not be accurate either because he used two different cubes.”
“What do you think Kiran means? Do you agree with his argument about Andre’s measurement?” (I think he means there are 2 different colors. I disagree. The different colors do not matter. Each connecting cube has the same length. Each cube is the same size and Andre did not have any gaps or overlaps.)
As time permits, display Clare’s measurement and ask, “What about Clare’s measurement? She used many different colors of small cubes. Is her measurement of 30 small cubes accurate?” (Yes, it’s accurate. The color does not affect the measurement. What matters is that each cube has the same length and that there are no gaps or overlaps.)