Questions 6-9. Consider the data in the table. Absolute Relative Percent |Change Change Increase Time Value 13.60 17.00 2 21.25 3 26.56 |4 33.20 41.50 Which model would better represent this data, linear or exponential? Why? An exponential model would be better because the relative change is constant. A linear model would be better because the relative change is constant. A linear model would be better because the absolute change varies. An exponential model would be better because the absolute change is constant.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
Problem 13PPS
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Questions 6-9. Consider the data in the table.
Absolute Relative Percent
|Change Change Increase
Time Value
13.60
17.00
2
21.25
3
26.56
|4
33.20
41.50
Which model would better represent this data, linear or exponential? Why?
An exponential model would be better because the relative change is constant.
A linear model would be better because the relative change is constant.
A linear model would be better because the absolute change varies.
An exponential model would be better because the absolute change is constant.
Transcribed Image Text:Questions 6-9. Consider the data in the table. Absolute Relative Percent |Change Change Increase Time Value 13.60 17.00 2 21.25 3 26.56 |4 33.20 41.50 Which model would better represent this data, linear or exponential? Why? An exponential model would be better because the relative change is constant. A linear model would be better because the relative change is constant. A linear model would be better because the absolute change varies. An exponential model would be better because the absolute change is constant.
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