Mr. Nailor invests $19,000 in a money market account at his local bank. He receives annual interest of 12% for 11 years. How much return will his investment earn during this time period? Use Appendix A to calculate the answer.
Multiple Choice
$66,101
$5,453
$63,785
$47,101

Respuesta :

Mr. Naylor invests $19,000 in a money market account at his local bank. It earns 12% annual interest for 11 years. During this period his investment will earn a return of $47,101. Here option D is the correct answer.

Future Value (Compounding Purpose) - Single Cash Flow

Return Earned = PV × [tex](1+ R)^{n}[/tex] – PV

where,

PV = Present Value of Investment = Amount Deposited = $ 19000

R = Rate of Interest = 12%

n = Number of years = 11 years

The money gained or lost on an investment over time is referred to as a return, often known as a financial return. The nominal change in an investment's dollar value over time can be used to describe a return.

Return Earned = 19000 × [tex](1.12)^{11}[/tex] - 19000

Using Table for Future Value Factor of 12% at n = 11,

Return Earned = (19000 × 3.479) - 19000

Return Earned = 66101 - 19000

Return Earned = 47101

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