The Distributive Property-Multiplication Directions Label each expression with one of the following: a associative property of multiplication d distributive property of multiplication n neither property 1. a(kn) = (ak)n 8. (fg)h = flgh) 2. (7. 6.5)1.3 = 7(6.5 • 1.3) 9. n+ 8 = 25 3. k(3 + 9) = 3k + 9k 10. 3jk = 3jk

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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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The Distributive Property-Multiplication
Directions Label each expression with one of the following:
a associative property of multiplication
d distributive property of multiplication
n neither property
1. a(kn) = (ak)n
8. (fg)h = f(gh)
2. (7• 6.5)1.3 = 7(6.5 • 1.3)
9. n+ 8 = 25
3. k(3 + 9) = 3k + 9k
10. 3jk = 3jk
4. w(q + 7) = wq + 7w
11. -4(-p + (-9)) = 4p + 4q
5. wxy = (w)xy
12. 1.8(wz) = (1.8w)z
6. 4(-k + 22) = -4k + 88
13. 6(m + 4) = 6(m + 4)
7. 3(bz) = (3b)z
14. 7(-k + (-15)] =-7k – 105
%3D
Directions Answer the question to solve the problem.
The Smith and the Lopez properties will be combined into one property.
We can use the formula for area of a rectangle, Area = length • width, to
calculate the combined area.
Lopez
Smith
Method 1
Method 2
10 m
A =1•w
A =1•w
5m
15 m
= 10 m(5 m + 15 m)
= 10 m(20 m)
= 10 m(5 m + 15 m)
= 10 m• 5 m + 10 m• 15 m
= 50 square m + 150 square m
= 200 square m
= 200 square m
15. Which method illustrates the distributive property of multiplication?
Transcribed Image Text:The Distributive Property-Multiplication Directions Label each expression with one of the following: a associative property of multiplication d distributive property of multiplication n neither property 1. a(kn) = (ak)n 8. (fg)h = f(gh) 2. (7• 6.5)1.3 = 7(6.5 • 1.3) 9. n+ 8 = 25 3. k(3 + 9) = 3k + 9k 10. 3jk = 3jk 4. w(q + 7) = wq + 7w 11. -4(-p + (-9)) = 4p + 4q 5. wxy = (w)xy 12. 1.8(wz) = (1.8w)z 6. 4(-k + 22) = -4k + 88 13. 6(m + 4) = 6(m + 4) 7. 3(bz) = (3b)z 14. 7(-k + (-15)] =-7k – 105 %3D Directions Answer the question to solve the problem. The Smith and the Lopez properties will be combined into one property. We can use the formula for area of a rectangle, Area = length • width, to calculate the combined area. Lopez Smith Method 1 Method 2 10 m A =1•w A =1•w 5m 15 m = 10 m(5 m + 15 m) = 10 m(20 m) = 10 m(5 m + 15 m) = 10 m• 5 m + 10 m• 15 m = 50 square m + 150 square m = 200 square m = 200 square m 15. Which method illustrates the distributive property of multiplication?
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