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Distributive Property Practice Problems

Hopefully you've read and understood the distributive property lesson. If you are ready, let's move on and practice our skill!

Directions: Use the distributive property to simplify each expression.

NOTE: The answers are down below the practice problems. Make sure you check your answers carefully!

1. 5(x+6) =

2. 3(2x+1) =

3. 2(2x-3) =

4. 6(x-4) =

5. 8(2x-3) =

6.    -3(x + 4)=

7.    -2(3x - 1)=

8.    -10(2x + 1/5 )=

9.    -18(x - 2/3)=

10.    1/2(x -4) =

1.  5x + 30

2.  6x +3

3.  4x - 6

4.  6x - 24

5.  16x - 24

6.  -3x - 12

7.  -6x +2

8.  -20x - 2

9.  -18x + 12

10.  1/2x - 2

Ok... The distributive property isn't so bad is it? If you're ready, you can move onto simplifying algebraic expressions!

If you didn't do so well on the distributive property, you may need to go back and review Adding Integers , Subtracting Integers , or Multiplying and Dividing Integers.

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  • Practice Problems

lesson 4 homework practice the distributive property

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  • Grade 7 McGraw Hill Glencoe - Answer Keys

lesson 4 homework practice the distributive property

lesson 4 homework practice the distributive property

Explanation:

lesson 4 homework practice the distributive property

Identify Structure Use the Distributive Property to rewrite each expression.

3(-4x + 8) =

  • Type below:

4(x - 6y) =

\(\frac{1}{2}(c - 8) =\)

-3(5 - b) =

(d + 2)(-7) =

Amelia bought roast beef for $6.85 per pound. Find the total cost if Amelia bought 4 pounds of roast beef. Justify your answer by using the Distributive Property.

The table shows the different prices of items at a movie theater. a. Suppose Mina and two of her friends go to the movies. Write an expression that could be used to find the total cost for them to go to the movies and buy one of each item.

lesson 4 homework practice the distributive property

b. What is the total cost for all three people?

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Chapter 1, Lesson 4: The Distributive Property

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Chapter 4, Lesson 1: The Distributive Property

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IMAGES

  1. Lesson 4 Homework Practice The Distributive Property

    lesson 4 homework practice the distributive property

  2. Distributive Property Practice Sheet with Answer Key by Corinne's Math

    lesson 4 homework practice the distributive property

  3. Distributive Property Worksheet 4th Grade

    lesson 4 homework practice the distributive property

  4. Distributive Property (Lesson Plan with Homework) by Ashley Spencer

    lesson 4 homework practice the distributive property

  5. Lesson 4 homework practice the distributive property

    lesson 4 homework practice the distributive property

  6. The Distributive Property Worksheet

    lesson 4 homework practice the distributive property

VIDEO

  1. Unit 4 Lesson 4 Homework Help

  2. Unit 1, Lesson 4 Homework Help

  3. Distributive Property

  4. GCF and Distributive Property

  5. (Example 3)

  6. 1.4 ALGEBRA

COMMENTS

  1. PDF NAME DATE PERIOD Lesson 4 Homework Practice

    Lesson 4 Homework Practice The Distributive Property Use the Distributive Property to evaluate each expression. 1. (16 - 6)2 2. 4 (12 + 3) 3. -3 (-7 + 2) 4. (8 + 3)(-1) ... using the Distributive Property. Item Cost ($) Sandwich $5 Drink $2 Dessert $3 20 60 15 -11 50 -6 16 + 8g 4h - 20g

  2. PDF Lesson 4 Homework Practice

    Lesson 4 Homework Practice The Distributive Property Use the Distributive Property to evaluate each expression. 1. (16 - 6) 2 2. 4 (12 + 3) 3. -3 (-7 ... Justify your answer by using the Distributive Property. Item Cost ($) Sandwich $5 Drink $2 Dessert $3 . Title: 169_186_CC_A_RSPC1_C12_662330.indd

  3. PDF NAME DATE PERIOD Lesson 4 Homework Practice

    Lesson 4 Homework Practice The Distributive Property Use the Distributive Property to evaluate each expression. 1. (16 - 6)2 2. 4 (12 + 3) 3. -3 (-7 + 2) 4. (8 + 3)(-1) 5. 5 (7 + 3) 6. -2 (8 - 5) Use the Distributive Property to rewrite each expression. 7. (2 + g)8 8. 4 (h - 5g) 9. -7 (5 - n) 10. 8 (2m + 1) 11. 6x (y-z) 12. (-3 2b - 2a) 13.

  4. Lesson 4 Homework Practice the Distributive Property Answers

    Lesson 4 Homework Practice the Distributive Property Answers - Free download as PDF File (.pdf), Text File (.txt) or read online for free.

  5. Distributive property explained (article)

    The distributive property tells us how to solve expressions in the form of a (b + c). The distributive property is sometimes called the distributive law of multiplication and division. Normally when we see an expression like this …. we just evaluate what's in the parentheses first, then solve it:

  6. Distributive Property Practice

    Hopefully you've read and understood the distributive property lesson. If you are ready, let's move on and practice our skill! Directions: Use the distributive property to simplify each expression. NOTE: The answers are down below the practice problems. Make sure you check your answers carefully! 1. 5(x+6) = 2. 3(2x+1) = 3. 2(2x-3) = 4. 6(x-4) =

  7. McGraw Hill Algebra 1, Chapter 1, Lesson 4

    Bearded Math Brother-Delon Craft is a High School Math Teacher. He makes learning math fun for those who are distance learning. Follow along as he teaches M...

  8. Chapter 1, Lesson 4: The Distributive Property

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  9. Grade 7 McGraw Hill Glencoe

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  13. Distributive Property

    On the board, draw a quick picture to illustrate the word (i.e., draw a page of homework with arrows pointing from it to multiple students). Explain, "Today we are going to explore the distributive property of multiplication." Write the name of the property on the board and underline the word "distributive." Place students with a supportive ...

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  15. Division and the Distributive Property

    This lesson lets us break down division by using the Distributive Property. Here, for example, we show that 91 = (70 + 21) when dividing by 7; and 70 and 21 ...

  16. PDF 2-4 The Distributive Property

    You can use the Distributive Property to multiply some numbers using mental math.For instance,you can think of 102 as 100 2 and 98 as 100 2. -. 1 EXAMPLE Simplifying a Numerical Expression. Use the Distributive Property to simplify 34(102). 34(102) 34(100 2) Rewrite 102 as 100 2. = + ±.

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