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EMI, CAGR & Depreciation · Question 44 of 66

Question 44

MediumOriginal question

₹50,000 grows to ₹75,000 in 3 years. What is the CAGR? (Take (1.5)1/3=1.1447(1.5)^{1/3} = 1.1447.)

Options for question 44

Show the answer and explanation
CorrectNot quiteAnswer A

Correct answer: A

Explanation

  1. EB=75,00050,000=1.5\frac{E}{B} = \frac{75{,}000}{50{,}000} = 1.5.

  2. CAGR =(1.5)1/3−1=0.1447= (1.5)^{1/3} - 1 = 0.1447, about 14.47% a year.

Worth noting

16.67% divides the 50% growth by 3, ignoring compounding.

Concept
CAGR with a given root
Typical time
90 s
Your time
—
The rule this testsRate of return and CAGR
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Ten questions from EMI, CAGR & Depreciation, at your own pace.

Practise this chapter →

Ten questions from EMI, CAGR & Depreciation, at your own pace.