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svp [43]
2 years ago
14

You have just deposited $10,500 into an account that promises to pay you an annual interest rate of 6.4 percent each year for th

e next 5 years. You will leave the money invested in the account and 15 years from today, you need to have $29,750 in the account. What annual interest rate must you earn over the last 10 years to accomplish this goal?
Business
1 answer:
forsale [732]2 years ago
7 0

Answer:

7.59%

Explanation:

Calculation for What annual interest rate must you earn over the last 10 years to accomplish this goal

Future value required=[Amount of deposit*(1+6.4%)^5]*(1+I)^10

$29,750=[$10,500*(1+6.4%)^5]*(1+I)^10

$29,750=[$10,500*(1+0.064)^5]*(1+I)^10

$29,750=[$10,500*(1.064)^5]*(1+I)^10

$29,750=[$14,318.497198]*(1+I)^10

(1+I)^10=[$29,750/$14,318.497198]

(1+I)^10=2.077732013

(1+I)=2.077732013^(1/10)

(1+I)=1.07586791

Hence, annual interest rate will be:

Interest rate, I=(1.07586791-1)*100

Interest rate=0.07586791*100

Interest rate=7.586791%

Interest rate=7.59% (Approximately)

Therefore the annual interest rate that you must earn over the last 10 years to accomplish this goal is 7.59%

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Lucinda is a self-employed veterinarian in 2019. Her Schedule C net earnings are $86,000 for the year. Calculate the total amoun
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Businesses can improve their decisions about pricing, production, marketing, and the acquisition of new inventory by calculating inventory turnover.

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