Lesson 4

Zoo Sticker Arrays

Est. Class Sessions: 2

Summarizing the Lesson

Demonstrate the importance of using the Math Practices page to guide students as they solve multistep problems. Have students refer to the page in the Reference section and use a display of the second Cost of Zoo Stickers page in the Student Activity Book to discuss strategies students used to solve Question 4. Use the Sample Dialog to guide the discussion of solving multistep problems.

  • What is the question asking you to find [MPE1]?
    (the total cost of the stickers)
  • What numbers do you need to solve the problem [MPE1]? (2 rows of 5 stickers at 3¢ for each sticker)
  • What is the first step before you answer the question [MPE2]? (Find out how many stickers there are.)
  • What strategy can you choose to solve the problem [MPE2]? (Possible response: I drew a picture of an array of stickers: 2 rows of 5 stickers. Then, I put 3¢ on each sticker and used repeated addition to solve the problem: 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ = 30¢)
  • Does your answer make sense [MPE3]? (Yes, because 1 row is 5 stickers × 3¢ = 15¢, so 2 rows
    is 30¢.)
Use the Sample Dialog to guide your discussion of
Question 4 of the Cost of Zoo Stickers page in the Student Activity Book.

Teacher: Look at Question 4 on the Cost of Zoo Stickers page. What is the question asking you to find?

Mara: What is the total cost of the sheet of stickers?

Teacher: What numbers do you need to solve the problem?

Natasha: I see the numbers 2, 5, and 3.

Teacher: How did you find the answer?

Chris: I multiplied 2 × 3 = 6 and 5 × 3 = 15. Then I added
6¢ + 15¢ = 21¢.

Teacher: Does that make sense?

Kathy: I don’t think that makes sense because he multiplied
2 rows × 3¢ and another time he multiplied 5 stickers × 3¢ = 15¢. He’s mixing up rows with stickers and he’s supposed to find the total cost of the stickers.

Teacher: That’s a good point. We have to look at the labels for those numbers. What do you need to know before you find the cost of the sheet of stickers?

Sam: I’m not sure. I just put 3¢ on all the stickers, so I really didn’t need to answer any questions before I added all the numbers. I added 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ + 3¢ = 30¢.

Teacher: Is Sam’s strategy okay?

Mark: It’s okay because sometimes drawing a picture helps you to find the answer.

Teacher: What else could you do? Sometimes we have to solve one step before we find the answer. What do you think step one is?

Sarah: I think step one is that you have to find out how many stickers there are.

Teacher: Why do you need to find the number of stickers?

Sarah: Since each sticker costs 3¢, we have to multiply the number of stickers times 3.

Teacher: How do you find how many stickers there are?

Sarah: I multiplied 2 × 5 = 10 because my array shows 2 rows of 5 stickers.

Teacher: What strategy did you use next?

Sarah: I multiplied 10 stickers × 3¢ = 30¢. I skip counted to find the answer: 10, 20, 30.

Teacher: Does your answer make sense?

Sarah: Yes, 30¢ is a reasonable answer because if one sticker costs 3¢, 10 could cost 30¢. I figured out that one row would cost 15¢, so 2 would cost 30¢.

Assign the Problems with Zoo Stickers pages in the Student Activity Book to assess students’ abilities to solve multistep repeated addition or multiplication problems. Have the Math Practices page and tiles or other counters readily available.

Use the Problems with Zoo Stickers pages and the Feedback Box in the Student Activity Book to assess students’ abilities to represent multiplication problems [E2]; solve multiplication problems using strategies with tiles, drawings, number lines, rectangular arrays, and number sentences [E7]; know what is important to solve a problem [MPE1]; find an efficient strategy for solving a problem [MPE2]; show or telling how to solve a problem [MPE5]; and use labels to show what numbers mean [MPE6].

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