Directions Check each expression that illustrates the associative property of addition. x+ (12 + 2) = (x + 12) + z 1. (5 + 8) + 1 = 5 + (8 + 1) 4. 2.n+ (5 + w) = (n + 5) + w 5. 58 + 13 = 71 3. 11 +6+1=11 + 6 + y 6. k+ 16 =r-2 Directions Check each expression that illustrates the associative property of multiplication. 7. _ 32(2 • 4) = (32 • 2)4 10. (9• 3)4 = 9(3• 4) 8. 8y 2y + 2 11. (18• 2)6 = (18 • 2)6 (pr)w = p(rw) 12. 3(qy) = (3q)y Directions Answer the questions. A fruit company packs oranges in the following types of boxes. Воx Туре А Вох Туре в 1 tray 1 tray (O 13. If (4 • 3) calculates the number of oranges in 14. If (3 • 2) calculates the number of oranges in one tray of Box A, which expression calculates the total oranges for Box A? (Check one.) one tray of Box B, which expression calculates the total oranges for Box B? (Check one.) _ (4 • 3)2 b. (2 • 3)4 3(2• 4) b.4(3 • 2) 15. Is the statement (4 • 3)2 = 4(3 • 2) true? Can you now state whether Box A and Box B contain the same number of oranges?.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Name
Date
Period
Activity
16
Chapter 2, Lesson 4
Associative Property of Multiplication
Directions Check each expression that illustrates the associative
property of addition.
1.
(5 + 8) + 1 = 5 + (8 + 1)
4.
x+ (12 + z) = (x + 12) + z
2.
n + (5 + w) = (n + 5) + w
5.
58 + 13 = 71
3.
11 + 6+t= 11 + 6+y
6.
k+ 16 =r- 2
Directions Check each expression that illustrates the associative
property of multiplication.
7.
32(2• 4) = (32 • 2)4
10. (9• 3)4 = 9(3 • 4)
8.
8y = 2y + 2
11.
(18 · 2)6 = (18 • 2)6
9.
(pr)w = p(rw)
12.
3(qy) = (3q)y
Directions Answer the questions.
A fruit company packs oranges i
the following types of boxes.
Вох Туре А
Вох Туре В
1 tray {
1 tray {
13. If (4. 3) calculates the number of oranges in
14. If (3• 2) calculates the number of oranges in
one tray of Box A, which expression calculates
one tray of Box B, which expression calculates
the total oranges for Box A? (Check one.)
the total oranges for Box B? (Check one.)
a. (4. 3)2 b. (2• 3)4
3(2• 4) b. _ 4(3•2)
a.
15. Is the statement (4• 3)2 = 4(3•2) true? Can you now state whether Box A and Box B contain the
same number of oranges?
ĐAGS Publishing. Permission is granted to reproduce for classroom use only
O Algebra
Click here for
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Click here to print this page. Specify the page or pages you wish to print in the dialog
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Transcribed Image Text:ull TEW ? 8:12 AM O O 45% АСT ĐAGS Publishing. Permission is granted to reproduce for classroom use only O Algebra 16 of 119 Ci. Main Menu to print this page. Specify the page or pages you wish to print in the dialog box. Then click OK or Print. If you do not specify the page or pages, all pages will print. Name Date Period Activity 16 Chapter 2, Lesson 4 Associative Property of Multiplication Directions Check each expression that illustrates the associative property of addition. 1. (5 + 8) + 1 = 5 + (8 + 1) 4. x+ (12 + z) = (x + 12) + z 2. n + (5 + w) = (n + 5) + w 5. 58 + 13 = 71 3. 11 + 6+t= 11 + 6+y 6. k+ 16 =r- 2 Directions Check each expression that illustrates the associative property of multiplication. 7. 32(2• 4) = (32 • 2)4 10. (9• 3)4 = 9(3 • 4) 8. 8y = 2y + 2 11. (18 · 2)6 = (18 • 2)6 9. (pr)w = p(rw) 12. 3(qy) = (3q)y Directions Answer the questions. A fruit company packs oranges i the following types of boxes. Вох Туре А Вох Туре В 1 tray { 1 tray { 13. If (4. 3) calculates the number of oranges in 14. If (3• 2) calculates the number of oranges in one tray of Box A, which expression calculates one tray of Box B, which expression calculates the total oranges for Box A? (Check one.) the total oranges for Box B? (Check one.) a. (4. 3)2 b. (2• 3)4 3(2• 4) b. _ 4(3•2) a. 15. Is the statement (4• 3)2 = 4(3•2) true? Can you now state whether Box A and Box B contain the same number of oranges? ĐAGS Publishing. Permission is granted to reproduce for classroom use only O Algebra Click here for Main Menu Click here to print this page. Specify the page or pages you wish to print in the dialog box. Then click OK or Print. If you do not specify the page or pages, all pages will print.
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