C.) For term k(a), what are some values of a that make sense to use? What 6 points are some values of a that don't make sense to use? Explain your reasoning. * A piece of paper has an area of 81 cm. A strip is cut off that is - the original area. From that strip, another strip is cut off that is the area of the first, and so on. Here is a graph and table representing sequence k, where k(n) is the area in square centimeters of the strip of paper after n cuts. 85 80 number area in square 75 of cuts centimeters 70 65 81 60 55 1 27 50 45 2 9. 40 35 S 30 3 3. 25 20 4 1 15 10 3 4 number of cuts area in square centimeters un

C.) For term k(a), what are some values of a that make sense to use? What 6 points are some values of a that don't make sense to use? Explain your reasoning. * A piece of paper has an area of 81 cm. A strip is cut off that is - the original area. From that strip, another strip is cut off that is the area of the first, and so on. Here is a graph and table representing sequence k, where k(n) is the area in square centimeters of the strip of paper after n cuts. 85 80 number area in square 75 of cuts centimeters 70 65 81 60 55 1 27 50 45 2 9. 40 35 S 30 3 3. 25 20 4 1 15 10 3 4 number of cuts area in square centimeters un

Name: C.) For term k(a), what are some values of a that make sense to use?
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Description: C.) For term k(a), what are some values of a that make sense to use? What 6 pointsare some values of a that don't make sense to use? Explain yourreasoning.A piece of paper has an area of 81 cm². A strip is cut off that is - the original area.From th

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Concept explainers

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence. It was invented by German mathematician Carl Friedrich Gauss.

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Question

C.) For term k(a), what are some values of a that make sense to use? What 6 points
are some values of a that don't make sense to use? Explain your
reasoning.
A piece of paper has an area of 81 cm². A strip is cut off that is - the original area.
From that strip, another strip is cut off that is - the area of the first, and so on.
Here is a graph and table representing sequence k, where k(n) is the area in square
centimeters of the strip of paper after n cuts.
85
80
number
area in square
75
of cuts
centimeters
70
65
81
60
55
1
27
50
45
9.
40
35
30
25
O 20
4
15
10
number of cuts
Your answer
area in square centimeters

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