Log in
Sign up for FREE
arrow_back
Library

Unit 4 - Lesson 7 - Grade 5: Illustrative Mathematics

star
star
star
star
star
Last updated 11 months ago
17 questions
Note from the author:
Grade 5 Unit 4
Lesson 7: Build Multiplication Fluency
CC BY 2021 Illustrative MathematicsĀ®
Grade 5 Unit 4
Lesson 7: Build Multiplication Fluency
CC BY 2021 Illustrative MathematicsĀ®
Lesson: Build Multiplication Fluency
Cool Down: Calculating a Product
1

Notice and Wonder: Same Solution (Warm Up)

1
Question 1
1.

What do you notice?

1
Question 2
2.

What do you wonder?

Greatest Product

Directions:
  • Partner A chooses a number card and writes the number in one of the blanks for Round 1.
  • Partner B does the same.
  • Repeat until each partner has a two-digit by three-digit multiplication problem.
  • Find the product.
  • The partner with the greater product wins a point.
  • The partner with the most points after 5 rounds wins the game.

Round 1

1
Question 3
3.

Partner A

1
Question 4
4.

Partner B

The partner with the greater product wins a point.

Round 2

1
Question 5
5.

Partner A

1
Question 6
6.

Partner B

The partner with the greater product wins a point.

Round 3

1
Question 7
7.

Partner A

1
Question 8
8.

Partner B

The partner with the greater product wins a point.

Round 4

1
Question 9
9.

Partner A

1
Question 10
10.

Partner B

The partner with the greater product wins a point.

Round 5

1
Question 11
11.

Partner A

1
Question 12
12.

Partner B

The partner with the greater product wins a point.

Desperately Seeking 9 New Units (Optional)

Tyler notices that when he uses the standard algorithm and composes a new unit, sometimes there is 1 new unit, sometimes 2, all the way up to 8. He has not seen an example with 9 of the new unit.

For each of these products, how many of each new unit do you compose?
1
Question 13
13.

1
Question 14
14.

1
1
Question 17
17.

Use the standard algorithm to find the product 372 x 83.

Question 15
15.

Question 16
16.

Do you think it is possible to compose 9 of a new unit with the standard multiplication algorithm?