Savings & Retirement Schemes

KVP Calculator

See when a Kisan Vikas Patra doubles your money and what it pays at maturity.

By Nitin Raturi · Last reviewed

Your certificate

How to use the KVP Calculator

See when a Kisan Vikas Patra doubles your money.

  1. Enter the amount you invest.
  2. Keep the current rate, or enter your certificate’s rate.
  3. Read the maturity value and the term in years and months.

Good to know

  • KVP pays out once, at maturity.
  • The figures are before any tax.

Amount invested

What you put into the Kisan Vikas Patra.

How to fill it in

  • Enter rupees; short forms such as 1L work.
  • Check the current minimum and multiples at the post office.

Example

₹1,00,000 becomes ₹2,00,000 at maturity.

Interest rate

The yearly rate when you buy. India Post lists 7.5%, doubling the money in 115 months.

How to fill it in

  • Leave it at the current rate, or enter the rate on an older certificate to see its term.

Example

At 7% the money would double in about 123 months; at 8%, about 108.

Keep in mind: For rates other than the current one, the term is an estimate to the nearest month; the scheme notification sets the actual term.

Maturity value

₹2,00,000

₹1,00,000 doubles to ₹2,00,000 after 115 months (9 years 7 months).

Term as stated by India Post for the current rate. Before tax.

How this calculator works

  1. Step 1Invest onceone depositBuy the certificate at the rate in force.
  2. Step 2Grows yearly7.5% a yearInterest compounds once a year.
  3. Step 3Doubles115 monthsThe deposit is paid back twice over.

A Kisan Vikas Patra (KVP) doubles your deposit. The rate decides how long that takes: India Post says 7.5% doubles it in 115 months, which is 9 years and 7 months.

Enter the amount and the rate printed on your certificate. The calculator shows the maturity value and the doubling term. For any rate other than the current one, the term is an estimate from the formula below.

Worked example: ₹1 lakh

₹1,00,000 at 7.5%
Doubling time
12 × ln 2 ÷ ln(1 + rate) months
  1. Doubling time12 × 0.6931 ÷ ln 1.075115.01 months
  2. Notified term115 months (9 years 7 months)
  3. Maturity value2 × ₹1,00,000₹2,00,000

The formula gives 115.01 months, and India Post rounds this to a whole 115 months. Whatever you invest, the payout is twice the deposit, before tax.

Check it in your head: the Rule of 72

72 ÷ 7.5 = 9.6 years, or 115.20 months: within a month of the notified 115.

Divide 72 by the yearly rate to get roughly how many years money takes to double with yearly compounding. It is a quick sense check, not the official term.

The shortcut works best near 8%. Below that it runs slightly long, and above it slightly short. The compound interest calculator shows exact growth for any amount, rate and period.

Rate and term

  • 7%123 months
  • 7.5% (current)115 months
  • 8%108 months
Months to double

A higher rate shortens the term; the payout is always double the deposit.

The rate is fixed when you buy the certificate. A later change to the notified rate does not alter an existing KVP, so an older certificate can have a different term from a new one.

KVP, NSC and PPF on the same basis

  • KVP7.5% a yearAbout 115 months to double
  • NSC7.7% a yearAbout 112 months to double
  • PPF7.1% a yearAbout 121 months to double
Doubling times for NSC and PPF are illustrations of their rates. Lock-in, deposit limits and tax differ between schemes.

All three post office schemes compound yearly, so their rates compare directly. A higher rate is not the whole story: how long the money is locked in, and how the return is taxed, matter as much.

Work through each scheme in the NSC calculator and the PPF calculator. To compare with a bank deposit, use the FD calculator, which handles quarterly compounding and payouts.

Reading the result

  • Maturity valueTwice the deposit, paid in one go.
  • TermMonths until that payout is due.
  • RateThe yearly rate the term implies.
  • Before taxWhat you keep depends on your tax.

A doubled amount buys less in 9 years than it does today. The inflation calculator shows what a future sum is worth in today’s money.

Assumptions and limits

  • Held to maturityEarly encashment is not modelled.
  • Fixed at purchaseLater rate changes do not apply.
  • Before taxTax treatment is not included.
  • Other ratesTerms for other rates are estimates.

The calculator does not check scheme rules such as minimum deposits or who may open a certificate. Confirm these at a post office or on the India Post website before you invest.

Common mistakes

  • Mistake: Using today’s term for an old certificate.

    Instead: Enter the rate printed on it.

  • Mistake: Expecting yearly interest payouts.

    Instead: KVP pays once, at maturity.

  • Mistake: Reading the doubling as tax-free.

    Instead: Check how the gain is taxed for you.

  • Mistake: Comparing rates with different compounding.

    Instead: Compare yearly rates on the same basis.

Checking the method

A separate script finds each doubling month by stepping month by month, and reproduces India Post's 115 months at 7.5%.

The independent check never uses the logarithm formula. It steps through the months until the balance first reaches twice the deposit, and agrees with the calculator at every tested rate. See how we test our calculators, or browse more money calculators.

Frequently asked questions

What is the current KVP interest rate?

India Post lists 7.5% a year, compounded yearly.

In how many months does KVP double?

115 months (9 years 7 months) at 7.5%.

What does ₹1 lakh in KVP become?

₹2,00,000 at maturity, before tax.

How is the doubling time worked out?

12 × ln 2 ÷ ln(1 + rate) months under yearly compounding. At 8% it would be about 108 months.

How does KVP compare with NSC and PPF?

All three compound yearly. At today's rates KVP pays 7.5%, NSC 7.7% and PPF 7.1%; lock-in, limits and tax differ.

Does KVP pay interest every year?

No. The whole amount, twice the deposit, is paid at maturity.

Sources and methodology

The formulas are standard time-value-of-money results. We check every figure against golden values worked out independently, by closed form and by month-by-month simulation; see the methodology.

Written and maintained by Nitin Raturi, a software engineer (about the author). Last reviewed 4 Nov 2026; next review due by . Found an error? Tell us.

Changelog

  • : Expanded the guide: Rule of 72 check, KVP vs NSC vs PPF comparison and reading the result.
  • : Initial release.