Fixed deposit maturity value, interest earned and effective yield.
Quick answer
With interest added quarterly, ₹1,00,000 becomes ₹1,41,478 after 5 years, an interest of ₹41,478. The effective yearly yield is 7.19%.
| Compounding | Maturity value | Interest earned |
|---|---|---|
| yearly | ₹1,40,255 | ₹40,255 |
| half yearly | ₹1,41,060 | ₹41,060 |
| quarterly | ₹1,41,478 | ₹41,478 |
| monthly | ₹1,41,763 | ₹41,763 |
These figures are computed with the same formulas as the FD Calculator above. Change the inputs in the tool to see your own result. For a full table, see SIP returns chart.
The FD Calculator works out the maturity value of a fixed deposit. Enter the amount, the yearly interest rate and the deposit period in years or months, and choose how interest is added: monthly, quarterly (the most common for bank deposits), half-yearly, yearly, or simple interest paid at maturity. It shows the maturity amount, the interest earned, the effective yearly yield and the value at the end of each year, so you can compare deposits and banks.
Made for everyone. Typical uses:
A deposit of 1,00,000 at 7 percent for 5 years matures at 1,41,478 with quarterly compounding, an interest of 41,478 and an effective yearly yield of 7.19 percent. With monthly compounding it is 1,41,763, with yearly compounding 1,40,255, and with simple interest paid at maturity 1,35,000.
Banks may round, count days or compound slightly differently, offer different rates for senior citizens and charge penalties on early withdrawal. Interest is usually taxable. The bank's deposit certificate is the final figure.
Accuracy: Formulas follow standard published methods and are checked against worked reference examples. Results are estimates based on the values you enter and do not replace advice from a qualified professional.
Expert Tip
Compare deposits by their effective yield, not by the headline rate: 7 percent compounded quarterly is really 7.19 percent a year, more than 7 percent compounded yearly.
A fixed deposit (FD), called a term deposit or certificate of deposit in some countries, is a bank account where you lock in a lump sum for an agreed period at an agreed interest rate. Because the rate and the period are fixed in advance, you know exactly what you will get on the maturity date, which makes FDs popular for money you cannot afford to risk: an emergency fund, a wedding, school fees or a house deposit.
In return for that certainty you accept two limits. The rate is usually lower than the long-term returns of riskier investments, and you pay a penalty or lose part of the interest if you withdraw before maturity.
For a deposit that adds interest to the balance, the maturity value is P × (1 + r ÷ n)^(n × t). P is the deposit, r is the yearly rate as a decimal, n is how many times a year interest is added and t is the time in years. For 1,00,000 at 7 percent for five years with quarterly compounding, n is 4 and the maturity is 1,41,478, so the interest is 41,478.
For a deposit that pays simple interest at maturity, the formula is P × (1 + r × t). The same 1,00,000 at 7 percent for five years gives 1,35,000, which is 6,478 less than the quarterly compounded deposit. That is why it matters to know which kind you are being offered.
The more often interest is added, the more you earn, because interest itself starts to earn interest sooner. On 1,00,000 at 7 percent for five years, yearly compounding gives 1,40,255, half-yearly 1,41,060, quarterly 1,41,478 and monthly 1,41,763. The gap between yearly and monthly is about 1,500, which is small but real.
The effective yield expresses this as one comparable number. A 7 percent rate compounded quarterly has an effective yield of 7.19 percent, and compounded monthly 7.23 percent. When two banks quote similar rates, compare their effective yields, not their headline rates.
Interest rate tables can hide differences that matter. Before you choose a deposit, compare the following.
A fixed deposit is right when you know when you will need the money and cannot accept losses. It is not designed to beat inflation over long periods, and a deposit that pays less than inflation loses buying power even while its balance grows. Use the Inflation Calculator to compare the interest you earn with the price rise. For longer goals where you can accept ups and downs, regular investing with the SIP Calculator or a growing balance with the Compound Interest Calculator may fit better.
To see the growth rate of what you actually earned, use the CAGR Calculator, and to compare with plain interest use the Simple Interest Calculator. The calculation runs in your browser and nothing is stored. Banks may compute interest a little differently, so treat the result as an estimate and rely on the deposit certificate for the final figure.
Why 7% quarterly is really 7.19% a year, how monthly, quarterly and yearly compounding differ on a 1 lakh deposit, and how to compare FD offers fairly.
What a systematic investment plan is, how the future value is calculated, why starting early beats investing more, and how a yearly step-up changes the result.
How to work out the time to reach a target, the monthly amount for a deadline, and how much interest really adds, using worked examples and the formula behind them.
Reference table with CSV download.
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