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Given that the value of an investment in x years is given by S = 1900(1.02)4x, we want to find the amount that will result in 9 years. To do this, we let x =| the proper order of operations. In the last step, round your answer to the nearest cent. S=1900(1.02) =1900(1.02) in the formula and compute the result using a calculator. Remember to use

Given that the value of an investment in x years is given by S = 1900(1.02)4x, we want to find the amount that will result in 9 years. To do this, we let x =| the proper order of operations. In the last step, round your answer to the nearest cent. S=1900(1.02) =1900(1.02) in the formula and compute the result using a calculator. Remember to use

Intermediate Algebra
Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter10: Exponential And Logarithmic Functions
Section10.2: Evaluate And Graph Exponential Functions
Problem 10.31TI: Angela invested $15,000 in a savings account. If the interest rate is 4%, how much will be in the...
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Given that the value of an investment in x years is given by S = 1900(1.02) 4×, we want to find the amount that will result in 9 years. To do this, we let x = the proper order of operations. In the last step, round your answer to the nearest cent. 4 S=1900(1.02) = 1900(1.02) = $ in the formula and compute the result using a calculator. Remember to use
Transcribed Image Text:Given that the value of an investment in x years is given by S = 1900(1.02) 4×, we want to find the amount that will result in 9 years. To do this, we let x = the proper order of operations. In the last step, round your answer to the nearest cent. 4 S=1900(1.02) = 1900(1.02) = $ in the formula and compute the result using a calculator. Remember to use
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