Question

Assume that your bank balance has been increasing according to an arithmetic gradient for the past five years. The balance in year 1 was $10,000 and it increased by $500 each year thereafter. Assuming an interest rate of 9% per year, determine the equivalent annual worth of the bank balance at the end of year 5. ? $12,000 ? $11,500 ? $42,452.04 ? $10,914.10

          Assume that your bank balance has been increasing according to an arithmetic gradient for the past five years. The balance in year 1 was $10,000 and it increased by $500 each year thereafter. Assuming an interest rate of 9% per year, determine the equivalent annual worth of the bank balance at the end of year 5.
? $12,000
? $11,500
? $42,452.04
? $10,914.10

Assume that your bank balance has been increasing according to an arithmetic gradient for the past five years. The balance in year 1 was 10,000 and it increased by500 each year thereafter. Assuming an interest rate of 9% per year, determine the equivalent annual worth of the bank balance at the end of year 5.
? 12,000
?11,500
? 42,452.04
?10,914.10

Added by Tiffany P.

Principles of Economics

Gregory Mankiw 8th Edition

Instant Answer

Solved by Expert Danielle Fairburn

05/02/2023

Step 1

The future value (FV) of an arithmetic gradient can be calculated using the formula: FV = A + (n-1)d Where: A = initial amount n = number of years d = common difference In this case: A = $10,000 n = 5 years d = $500 FV = $10,000 + (5-1)($500) FV = $10,000 + Show more…

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Assume that your bank balance has been increasing according to an arithmetic gradient for the past five years. The balance in year 1 was $10,000 and it increased by $500 each year thereafter. Assuming an interest rate of 9% per year, determine the equivalent annual worth of the bank balance at the end of year 5. $12,000 $11,500 $42,452,04 $10,914.10 Assume that your bank balance has been increasing according to an arithmetic gradient for the past five years. The balance in year 1was $10,000 and it increased by $500 each year thereafter. Assuming an interest rate of 9% per year,determine the equivalent annual worth of the bank balance at the end of year 5 O$12,000 O$11,500 O$42.452.04 O$10,914.:10