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ume the balance is growing according to the exp variable x represents the total number of month ce would be after 45.4 months, so substitute 45 623.88 f(x) ƒ(45.4) = = 700(1.122)* 700(1.122) 45.4 ≈130,248.80

ume the balance is growing according to the exp variable x represents the total number of month ce would be after 45.4 months, so substitute 45 623.88 f(x) ƒ(45.4) = = 700(1.122)* 700(1.122) 45.4 ≈130,248.80

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter4: Exponential Functions
Section4.2: Constant Percentage Change
Problem 23SBE
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nswer to the nearest cent. sume the balance is growing according to the exp e variable x represents the total number of month nce would be after 45.4 months, so substitute 45. 623,88 f(x) ƒ(45.4) = 700(1.122)* 700(1.122) 45.4 ~130,248.80 would be $130,248.80. Notice that your answer is ntial growth occurs at a much faster rate than line How₂1 и Finish answer
Transcribed Image Text:nswer to the nearest cent. sume the balance is growing according to the exp e variable x represents the total number of month nce would be after 45.4 months, so substitute 45. 623,88 f(x) ƒ(45.4) = 700(1.122)* 700(1.122) 45.4 ~130,248.80 would be $130,248.80. Notice that your answer is ntial growth occurs at a much faster rate than line How₂1 и Finish answer
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