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Distributive and Expanding Expressions

Distributive and Expanding Expressions

Assessment

Presentation

Mathematics

7th Grade

Hard

Created by

Joseph Anderson

FREE Resource

4 Slides • 6 Questions

1

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2

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Expanding & Factoring Expressions Word Problems

3

  • Look for MULTIPLICATION problems

  • AREA questions are popular

Word Problems

  • Expanding an expression happens when you use the distributive property

  • Example: 5(2x + 8) becomes 10x + 40

The Distributive Property

Expanding Expressions

4

Multiple Choice

Five friends went to Chipotle to eat lunch and they all got the same thing. Each meal cost "x" dollars plus $2 for the drink. Write an expression and expand it to show the cost of lunch for all five friends.

1

2(x + 5)

2x + 10

2

5(2x)

10x

3

5(x + 2)

5x + 10

4

5 + x + 2

x + 7

5

Multiple Choice

Each row in a classroom has 11 girls and "b" boys. There 9 rows in that class. Write a numerical expression and expand it to show the number of students in that class.

1

11(9 + b)

99 + 11b

2

11(9b)

99b

3

9(11b)

99b

4

9(11 + b)

99 + 9b

6

Multiple Choice

Mr. Boughton gave each of his three children a $20 bill and a check for their birthdays (all of which are in March). Which expression represents the total amount he gave?

1

100(c x 20)

100c x 2000

2

3(c x 20)

3c x 60

3

3(c + 20)

3c + 60

4

20(c + 3)

20c + 60

7

Multiple Select

Question image

CHOOSE TWO:

Find the TWO expressions that represent the area of the given rectangle:

1

10(3x - 1)

2

10 + 3x - 1

3

30x - 1

4

30x - 10

8

  • Look for DIVISION problems

Word Problems

  • Factoring an expression happens when you find the greatest common factor and divide it.

  • Example: 8x + 40 becomes 8(x + 5)

REVERSE Distributive Property!!

Factoring Expressions

9

Multiple Choice

The area of a rectangle is given by the expression 9x - 108 square inches. Factor to find the possible side lengths of the rectangle.

1

9(x - 108)

2

9(x - 12)

3

-99x

4

3(3x - 24)

10

Match

A group of students go to the movies. The cost of the movie and all of the snacks is given by the expression 7x + 42. Each student paid the same for the movie and had the same snack. Factor the expression to find out how many students went and what each person paid.

7(x + 6)

7

(x + 6)

$77

The factored expression

The number of people who went

The cost of the movie and snack together

The total cost if the movie was $5 each

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