Compound Interest Practice Questions With Answers

Compound interest builds on simple interest by adding each year's interest to the principal. A few shortcuts make it manageable.

The core formula

Amount = Principal × (1 + Rate/100) raised to the number of years. Compound interest is the amount minus the principal. For two or three years, calculating year by year is often faster than using the formula.

Worked examples

Example 1. 10,000 at 10% for 2 years. Year 1 amount: 11,000. Year 2 amount: 12,100. Compound interest = 2,100.

Example 2. The difference between compound and simple interest for 2 years is P × (R/100)². For 10,000 at 10%, that is 10,000 × 0.01 = 100, matching 2,100 minus 2,000.

Practice path

Revise simple interest first, then use timed sets here. The topic often appears in banking exams and in several management entrance tests.

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Frequently asked questions

For the first year they are equal; from the second year, compound interest is larger.

Halve the annual rate and double the number of periods.