CA Foundation 2026 · Paper 3 · Quantitative AptitudeQ54 · 1 mark↻ Appears in 5 of 6 yearsOfficial key verified
If ₹ 80,000₹\ 80,000 grows to ₹ x₹\ x in 3 years at compound interest compounded annually at 8% rate of interest per annum, then the value of xx is:
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A=P(1+i)n=80000×(1.08)3=₹1,00,776.96A=P(1+i)^n=80000\times(1.08)^3=₹1,00,776.96.

Step 1 — Formula

For annual compounding, the maturity value is

A=P(1+i)n.A=P(1+i)^n.

Step 2 — Substitute

With P=₹80,000P=₹80,000, i=8%=0.08i=8\%=0.08, n=3n=3:

A=80000×(1.08)3.A=80000\times(1.08)^3.

Step 3 — Evaluate the factor

(1.08)3=1.259712.(1.08)^3=1.259712.

Step 4 — Compute

A=80000×1.259712=₹1,00,776.96.A=80000\times1.259712=₹1,00,776.96. …

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