Fixed Deposit (FD) Calculator
Enter the deposit, the rate your bank is offering and the tenure. The calculator shows the maturity value, the interest earned and the effective yield the compounding frequency actually produces.
Enter the rate your bank has actually quoted you. No rate is assumed here.
Indian banks almost always compound quarterly.
Maturity value
₹7,16,130
Interest earned
₹2,16,130
Deposit
₹5,00,000
Effective annual yield
7.45%
7.25% compounded
Deposit vs interest
- Deposit
- ₹5,00,000 (69.8%)
- Interest
- ₹2,16,130 (30.2%)
Year by year
| Year | Value | Interest to date |
|---|---|---|
| 1 | ₹5,37,248 | ₹37,248 |
| 2 | ₹5,77,270 | ₹77,270 |
| 3 | ₹6,20,274 | ₹1,20,274 |
| 4 | ₹6,66,481 | ₹1,66,481 |
| 5 | ₹7,16,130 | ₹2,16,130 |
Maturity value
₹7,16,130
₹2,16,130 interest
- What it is:
- A calculator for a bank or post office fixed deposit.
- What it calculates:
- The maturity value, the interest earned, and the effective annual yield the compounding produces.
Assumptions
- The rate is the one you enter; no bank's rate is assumed.
- The rate holds for the full tenure, which is how a fixed deposit works unless you break it.
- TDS and income tax on the interest are not deducted.
- Premature withdrawal penalties, which most banks apply, are not modelled.
How it works
A cumulative fixed deposit compounds interest back into the deposit each period, so the maturity value is the deposit grown at the quoted rate. Indian banks almost always compound quarterly, which is the default here.
A non-cumulative fixed deposit pays the interest out instead - monthly, quarterly or annually - so nothing compounds. You get the deposit back at maturity and the interest in instalments along the way. Switch the payout option on to model this.
The effective annual yield shown is what the compounding frequency turns the quoted rate into. A rate of 8% compounded quarterly yields 8.24% a year; the same 8% paid out rather than compounded yields exactly 8%.
No bank's rate is assumed anywhere on this page. Rates differ by bank, by tenure, by deposit size and by whether you are a senior citizen, and they change often. Enter the rate you have actually been quoted.
Tenure is entered in months so that the odd tenures Indian banks like - 18 months, 444 days, 2 years 11 months - can be expressed.
Formula
A = P x (1 + r/n)^(n x t)
- A
- = maturity amount
- P
- = deposit
- r
- = annual rate as a decimal
- n
- = compounding periods per year: 4 for quarterly
- t
- = tenure in years
For a non-cumulative deposit nothing compounds, so the total interest is simply P x r x t and the maturity value is the deposit back.
Example calculation
₹5,00,000 at 7.25% for 5 years
- Maturity value, compounded quarterly
- ₹7,16,130
- Interest earned
- ₹2,16,130
- Effective annual yield
- 7.45%
- Same deposit compounded yearly instead
- ₹7,09,507
- Total interest if paid out instead of compounded
- ₹1,81,250
Frequently asked questions
How often do banks compound an FD?
Is the interest taxable?
What is the difference between cumulative and non-cumulative?
What happens if I break the FD early?
Is an FD better than a debt fund or PPF?
Related calculators
Further reading
- Why Your PPF Deposit Date Changes Your Maturity ValuePPF pays interest on the lowest balance between the 5th and month end. Depositing a day late costs you a month's interest, every month.
- PPF vs FD: Compare Them After Tax, Not BeforeAn FD at 7.5% and PPF at 7.1% are not what they look like. FD interest is taxed at your slab and PPF interest is not.
Reviewed by Pradipta Ray, Editor · Last updated