Lesson 4

Subtract with Mental Math

Est. Class Sessions: 2

Summarizing the Lesson

Select problems on the Mental Math Subtraction Strategies page in the Student Activity Book to review and discuss.

  • What subtraction strategies are the easiest to use?
  • Why do you think subtracting one from both numbers is a good strategy to use for Question 4? (Possible response: It doesn't change the answer and it's easier to subtract 999 − 863.)
  • When should you use compensation [Josh's strategy] to solve a subtraction problem? (Possible response: when the numbers are hard to subtract)
  • How does estimating an answer help you? (Possible response: You can check to see if your answers are correct. They should be close to the estimate.)
  • Does everyone have to get the same answers when you estimate? (Possible response: No, it depends on the strategy you use, but all the estimates are close.)
  • Were all your answers reasonable? How did you know? What did you do when they were not reasonable? (Possible response: If my answer was close to my estimate, then I felt confident about the answer. If they were not, I went back and checked to see if I made a mistake in my calculations.)

Assign the Use Mental Math to Subtract pages in the Student Activity Book to assess students' understanding of estimation and mental math skills for subtraction. Explain to students that for Questions 1–4 they have to use a mental math strategy for finding the exact answer and then check their answers by estimating. Provide access to base-ten pieces, open number lines, the Estimation Strategies for Subtraction chart, and the Subtraction Strategies Menu from the Student Activity Book Reference section.

Assign the Use Mental Math to Subtract pages with the Feedback Box in the Student Activity Book to assess students' abilities to subtract multidigit numbers using mental math strategies [E6]; estimate differences using mental math strategies [E8]; know what is important to solve a problem [MPE1]; find an efficient strategy for solving a problem [MPE2]; estimate to check for reasonableness [MPE3]; and show or tell how to solve a problem [MPE5].

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Equal shares of the same whole do not have to be the same shape
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