FD Calculator (Fixed Deposit)

Fixed deposit maturity and interest with quarterly compounding.

%

The rate your bank quotes for this tenure.

%

Added to the rate. Check your bank's extra for this tenure.

Tenure
Interest payout

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Currency and number format

Maturity amount

₹1,41,477.82

₹1,00,000.00 at 7% for 5 years grows to ₹1,41,477.82, earning ₹41,477.82 in interest.

Total interest
₹41,477.82
Amount at maturity
₹1,41,477.82
Rate used
7%
Effective yield (quarterly compounding)
7.19% a year
Tenure
5 years

Interest is before tax. Banks may round interest to the rupee and set their own rules for short deposits, so their figures can differ slightly.

Fix the highlighted field to update the result.

Compare payout options

Same deposit, rate and tenure
Payout optionEach payoutTotal interest
Cumulative (paid at maturity) (yours)—41,477.82
Quarterly payout1,750.0035,000.00
Monthly payout579.9534,797.02
Yearly payout7,000.0035,000.00

How your deposit grows

Deposit and interest at the end of each year070.7K141.5K12345
  • Deposit
  • Interest earned
Value at the end of each year
YearInterest earnedDeposit value
17,185.901,07,185.90
27,702.281,14,888.18
38,255.751,23,143.93
48,849.001,31,992.94
5 (maturity)9,484.881,41,477.82
Show the working

₹1,00,000.00 × (1 + 7 ÷ 400)^20 = ₹1,41,477.82

How to use

  1. Enter the deposit amount and the interest rate your bank quotes for the tenure.
  2. Senior citizen? Add your bank’s extra rate in the optional field.
  3. Enter the tenure in years, months and days. Special tenures like 444 days can go in the days box.
  4. Choose when interest is paid: at maturity (cumulative), or monthly, quarterly or yearly.

How FD interest is calculated (formula)

At maturity:  A = P × (1 + r/400)^q × (1 + r × part year ÷ 100)
Quarterly:    P × r ÷ 400 each quarter
Monthly:      P × r ÷ (1200 + r) each month
Yearly:       P × r ÷ 100 each year
  • P is the deposit, r the yearly rate in % and q the number of full quarters.
  • Cumulative deposits compound every quarter. SBI and HDFC Bank both state this for their reinvestment deposits.
  • After the last full quarter, the remaining months and days earn simple interest.

Example

₹1,00,000 at 7% for 5 years:

  • At maturity: ₹1,00,000 × 1.0175^20 = ₹1,41,477.82, so ₹41,477.82 of interest.
  • Quarterly payout: ₹1,750 every quarter, ₹35,000 in total.
  • Monthly payout: ₹579.95 a month, ₹34,797.02 in total.
  • Yearly payout: ₹7,000 a year, ₹35,000 in total.

Quarterly compounding makes 7% work like 7.19% a year when you leave the interest in.

Maturity value of ₹1,00,000 (cumulative)

Rate 1 year 3 years 5 years
6% ₹1,06,136.36 ₹1,19,561.82 ₹1,34,685.50
6.5% ₹1,06,660.16 ₹1,21,340.76 ₹1,38,041.98
7% ₹1,07,185.90 ₹1,23,143.93 ₹1,41,477.82
7.5% ₹1,07,713.59 ₹1,24,971.64 ₹1,44,994.80
8% ₹1,08,243.22 ₹1,26,824.18 ₹1,48,594.74

An extra 0.5% for a senior citizen turns 7% into 7.5%: ₹1,44,994.80 after 5 years instead of ₹1,41,477.82.

Why the monthly payout is discounted

Monthly interest reaches you before the quarter ends, so banks pay a little less. SBI and HDFC Bank both say monthly interest is paid at a discounted rate.

One bank’s published method pays P × r ÷ (1200 + r) a month. That is slightly less than a third of the quarterly payout.

Short deposits, odd tenures and rounding

A deposit shorter than one quarter earns simple interest only. Banks set their own rules for short deposits, so check yours.

For tenures in days, full quarters compound and the rest earns simple interest, counting 365 days a year. A 444-day deposit at 7.25% is 4 quarters plus 79 days: ₹1,00,000 becomes ₹1,09,135.58.

Banks count from your actual dates, so their figure can differ by a day’s interest.

Banks may round interest to the rupee. All figures here are before tax.

To compare with an investment that compounds monthly or yearly, try the compound interest calculator.

Frequently asked questions

How is FD interest calculated?

For a cumulative FD, interest compounds every quarter: A = P × (1 + r/400)^n, with n the number of quarters. ₹1,00,000 at 7% for 5 years gives ₹1,41,477.82.

Why is the monthly payout less than a third of the quarterly one?

Monthly interest is paid earlier, so banks discount it. One published method pays P × r ÷ (1200 + r): ₹579.95 a month on ₹1,00,000 at 7%, against ₹1,750 a quarter.

Which earns more, cumulative or payout?

Cumulative, because interest earns interest. Over 5 years at 7%, ₹1,00,000 earns ₹41,477.82 cumulative, but ₹35,000 with quarterly payouts.

What is the effective yield of an FD?

It is the yearly growth after quarterly compounding: (1 + r/400)^4 − 1. A 7% FD yields about 7.19% a year.

How do senior citizen rates work here?

If your bank offers senior citizens an extra rate, enter that extra in the optional field. The calculator adds it to the main rate.

How is a tenure like 444 days handled?

Full quarters compound and the leftover days earn simple interest, so 444 days is 4 quarters plus 79 days. Banks count from actual dates, so results can differ slightly.

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