Lesson 2

An Addition Seminar

Est. Class Sessions: 2–3

Summarizing the Lesson

Assign the How Did They Do It page in the Student Activity Book to assess students’ understanding of the addition problem-solving strategies. Encourage students to explain how they solved the problem, not just name the strategy.

  • Two students solved the problem 35 + 26 using two different strategies. Julia and Richard explained their solutions for the problem.
  • Explain their strategies. A good answer does not just say what tool they used (200 Chart, base-ten pieces, number line, connecting cubes). How did Julia and Richard find the answer?
  • For Question 3, show a different way to solve the problem. Make sure you include your answer and explain how you solved the problem. You may refer to the Addition Strategies Chart.
  • If you have time, solve the problem in more than one way.
The following sample dialog is adapted from a transcription of a classroom videotape. Students are solving the problem 59 + 62.

Linda: It's 59 plus 62 equals 22.

Students: No, too low. And it's higher.

Teacher: No? How come I hear all these "no's"?

Jacob: No. It's too low because 59 and 62 are big numbers, and 22 is too low.

Teacher: Right. Jacob says 59 and 62 are big numbers, so you can't end up with a number smaller like 22. Linda, how did you get that 22?

Linda: See, I counted, I think, 5 in my head and then I counted up 6 more. It was 11 and then 9 and 2 and it was 22.

Teacher: Oh, so you went 5 plus 6 equals 11 and then you went 9 plus 2 equals 11 and then you said 11 plus 11 is 22.

Students: That's wrong.

Teacher: Yes, there is something wrong here. Linda, point to the 5 in the 59 and the 6 in the 62. What do those numbers mean? Are they really just 5 and 6?

Linda: Yes, 5 and 6.

Teacher: The same as the 9 and 2?

Linda: Um.

Teacher: I’m glad that you are trying, Linda. Can anyone help Linda here? Tanya?

Tanya: 5 and 6 are like 50 and 60. I could put, um. I could put, a hundred...

Teacher: Watch what Tanya is doing, and you should be thinking in your head how you would figure it out.

Tanya: I'm just trying to like...count in my head.

Teacher: Try to say it out loud, what you're thinking in your head. Or try to write down notes. Go ahead up to the overhead.

Tanya: [Walks up to the overhead.] Like you could put, um, one hundred and then you could put 121.

Teacher: 121. But how did you get 121?

Tanya: Because I just counted and then...

Teacher: What did you count?

Tanya: I counted um, 50 plus, plus 60 and...

Teacher: Count it for me. How do you do 50 plus 60?

Tanya: I went 6, I went 7, and then um, 80, 90, so then I went a hundred and then I counted the ones.

Teacher: Okay, so Tanya went 50 plus 60. She put 50 in her head and went 60, [students chime in and count with teacher] 70, 80, 90, 100, 110. And then what did you do?

Tanya: Then I added the 2 and then...It had um...121.

Teacher: So you went 110 plus 2.

Tanya: ... is 112. And then 9. 121.

Teacher: Okay, very good, Tanya. Good way to think about it.

Use the How Did They Do It page with the Feedback Box in the Student Activity Book to assess students’ abilities to use and apply place value concepts [E1]; represent addition problems using base-ten pieces, number lines, and number sentences [E2]; add two-digit numbers using mental math strategies (e.g., composing and decomposing numbers, counting on) using the 200 Chart, base-ten pieces, and number lines [E3]; find addition strategies to solve problems [MPE2]; and show or tell how to solve problems [MPE5].

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