The time is takes to quadruple an investment of 50000 made today , if the investment earns a 4% rate of return annually is closest to:
a. 35.35 months
b. 29.42 years
c.35.35 years
d.294.2 months
Given, Investment Amount = 50,000, interest rate (R) = 4% annual
We want to make a quadruple of investment that means turning $50,000 into $2,00,000.
Future Value = Principal amount * ( 1+ R/100) ^ N
2,00,000 = 50,000 * (1+4/100) ^N
2,00,000 = 50,000 * (1.04) ^ N
4 = (1.04) ^ N
To solve above equation, we can use Log, apply log on both sides we will get,
Log 4 = N * Log 1.04
0.602059 = N * 0.017033
N = 35.346 years or 35.35 years approx
So, the correct answer is Option (C) i.e.35.35 years.
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