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A bulletin board can be covered completely by 36 squste pieces of prater without any gaps or overlaps. if each piece of paper has side lengths of 1 164, what is the total area of the bulletin board? A 1 foot %3D 30 feet 1 square foot D. 30 square feet

A bulletin board can be covered completely by 36 squste pieces of prater without any gaps or overlaps. if each piece of paper has side lengths of 1 164, what is the total area of the bulletin board? A 1 foot %3D 30 feet 1 square foot D. 30 square feet

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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A bulletin board can be covered completely by 30 squate pieces of prater without any gaps or overlaps. if each piece of paper fs side lengths 6f 1 fo6t what is the total area of the bulletin board? A 1 foot B 30 feet C. 1 square foot D. 30 square feet
Transcribed Image Text:A bulletin board can be covered completely by 30 squate pieces of prater without any gaps or overlaps. if each piece of paper fs side lengths 6f 1 fo6t what is the total area of the bulletin board? A 1 foot B 30 feet C. 1 square foot D. 30 square feet
A bulletin board can be covered completely by 30 square pieces of paper 6. without any gaps or overlaps. If each piece of paper has side lengths of 1 foot, what is the total area of the bulletin board? A 1 foot В 30 feet 1 square foot 30 square feet A teacher has 16 paper clips in one box and 48 paper clips in another box. The teacher separates all of the paper clips into 8 equal groups. How many paper clips are in each group? 7. 8. C 24 D 64 What number makes the equation below true? 80 x 7= 2 A 56 87
Transcribed Image Text:A bulletin board can be covered completely by 30 square pieces of paper 6. without any gaps or overlaps. If each piece of paper has side lengths of 1 foot, what is the total area of the bulletin board? A 1 foot В 30 feet 1 square foot 30 square feet A teacher has 16 paper clips in one box and 48 paper clips in another box. The teacher separates all of the paper clips into 8 equal groups. How many paper clips are in each group? 7. 8. C 24 D 64 What number makes the equation below true? 80 x 7= 2 A 56 87
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6. square paper side = 1 foot

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