7. Suppose you have 60 pennies arranged into 12 stacks with 5 pennies in each stack. The 12 stacks are arranged into 3 rows with 4 stacks in each row as shown in Figure 4.24. For each of the following expressions, explain how to see the pennies grouped so that the expression describes the total number of pennies according to that grouping. Your explanation of the grouping should not involve rearranging the pennies. a. 3 X (4 X 5) b. (3 X 4) X 5 с. 5 X (3 X 4) d. 4 X (3 X 5) m- on 2, nd ng ain
7. Suppose you have 60 pennies arranged into 12 stacks with 5 pennies in each stack. The 12 stacks are arranged into 3 rows with 4 stacks in each row as shown in Figure 4.24. For each of the following expressions, explain how to see the pennies grouped so that the expression describes the total number of pennies according to that grouping. Your explanation of the grouping should not involve rearranging the pennies. a. 3 X (4 X 5) b. (3 X 4) X 5 с. 5 X (3 X 4) d. 4 X (3 X 5) m- on 2, nd ng ain
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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Transcribed Image Text:7. Suppose you have 60 pennies arranged into 12 stacks with 5 pennies in each stack. The 12 stacks are arranged into 3 rows with 4 stacks in each row, as shown in Figure 4.24. For each of the following expressions, explain how to see the pennies grouped so that the expression describes the total number of pennies according to that grouping.
Your explanation of the grouping should not involve rearranging the pennies.
a. \(3 \times (4 \times 5)\)
b. \((3 \times 4) \times 5\)
c. \(5 \times (3 \times 4)\)
d. \(4 \times (3 \times 5)\)
**Figure 4.24: Stacks of pennies**
The diagram in Figure 4.24 visually represents the arrangement of the stacks of pennies. There are 3 rows, and each row consists of 4 stacks, with each stack containing 5 pennies.
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