FD Calculator
Calculate the maturity value of a fixed deposit in India with quarterly compounding — see your interest earned and how your money grows year by year.
₹1L
Invested
₹1,00,000
Interest earned
₹41,478
Maturity value
₹1,41,478
Growth over time
How your deposit value grows year by year against your flat invested principal — the gap between the two lines is the interest that quarterly compounding earns you.
FD formula
M = P × (1 + r/400)^(4t)
P = principal deposited, r = annual interest rate (%), t = tenure in years. Interest is compounded quarterly, so r ÷ 400 is the quarterly rate and 4t is the number of quarters. Interest earned = M − P.
Your numbers
- P = ₹1,00,000
- 7% p.a. compounded quarterly for 5 years
- → Maturity value = ₹1,41,478
How the FD calculator works
A fixed deposit (FD) lets you lock away a lump sum with a bank or NBFC for a fixed tenure at a guaranteed interest rate. Unlike market-linked investments, your return is fixed the day you open the deposit — which makes an FD one of the safest ways to grow money in India. This calculator models a cumulative FD, where the interest is reinvested every quarter and paid out in a single lump sum at maturity.
Enter your deposit amount, the annual interest rate your bank offers and the tenure to see your maturity value, split between the principal you invested and the interest you earned. Because interest is compounded quarterly — added to your balance every three months so it too starts earning interest — the effective yield is slightly higher than the headline rate, and the longer you stay invested the more that compounding adds up. The figures shown are pre-tax; FD interest is taxable at your income-tax slab, so your net return will be a little lower.
Frequently Asked Questions
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