Goal RD Calculator

Tell us your target and tenure, and we'll work out the monthly RD deposit that gets you there — with quarterly compounding, matching how Indian banks actually calculate RDs.

%
months

RD tenures typically run from 6 months to 10 years.

Monthly RD deposit needed

₹7,043.16

To reach ₹5,00,000 in 60 months

Target amount₹5,00,000
Total you'll deposit₹4,22,590
Interest earned₹77,410.15
DepositedInterest

RD goal-planning tips

  • Match the RD tenure to your actual goal date — don't stretch it just to lower the monthly amount.
  • Compare a few banks' RD rates before committing (see our rate comparison) — even a small rate difference compounds over a multi-year RD.
  • If you already have part of the goal as a lump sum, consider an FD for that portion and an RD for the rest.

How it's calculated

This is the reverse of the regular RD Calculator. Instead of asking "how much will my RD grow to," it asks "how much do I need to deposit each month to reach a specific number." Because RD maturity value scales exactly in proportion to the monthly deposit, we can find the answer precisely — the same quarterly-compounding "banker's RD formula" the regular RD Calculator uses, worked backwards.

Required monthly deposit = Target ÷ (maturity value of ₹1/month at your rate and tenure)

Example

To reach a ₹5,00,000 target in 5 years (60 months) at 6.5%, you'd need to deposit roughly ₹7,043 every month into an RD.

About goal-based RD planning

A recurring deposit suits a fixed, near-term goal better than most investments — you know the tenure, and you want the certainty of a bank-guaranteed return rather than market-linked risk. Goal-based RD planning starts from the target (a wedding, a down-payment top-up, a big purchase) and works out exactly what monthly discipline gets you there.

How it works

Each month's deposit earns interest, compounded quarterly, until your goal date — the same convention the RD Calculator uses. Because the underlying maths is linear (double the monthly deposit, double the maturity value, for the same rate and tenure), inverting it gives an exact answer rather than an approximation.

How to use it

  • Set your target amount and the tenure you have to reach it.
  • Set the interest rate your bank is currently offering on RDs of that tenure.
  • Read off the required monthly deposit — RD tenures typically run from 6 months to 10 years, so pick a tenure your bank actually offers.

Strategies

If the required deposit feels high, a longer tenure lowers it — but only if your goal date is genuinely flexible; unlike a SIP, an RD is meant for a fixed, known-date goal, so don't stretch the tenure past when you actually need the money. Compare the required deposit against what a Goal FD would need if you already have part of the amount as a lump sum — splitting a goal between an existing lump sum (FD) and ongoing savings (RD) is a common, sensible combination.

Important caveats

  • Some banks compound RDs monthly rather than quarterly — confirm your specific bank's convention if the exact figure matters, since it will differ slightly from ours (see our methodology page).
  • RD interest is fully taxable at your income slab rate, same as FD interest — the maturity value shown is pre-tax.
  • Missing a monthly instalment on a real RD usually attracts a small penalty — this calculator assumes every instalment is paid on time.

Why it works

RD maturity value is deposit amount × a growth factor set by the rate and tenure. Since that growth factor doesn't depend on how much you deposit, we compute it once (using a convenient trial amount) and divide your target by it — arriving directly at the exact monthly deposit needed.

Benefits

  • Turns a fixed savings goal into a concrete, bank-guaranteed monthly commitment.
  • Uses the same quarterly-compounding formula as the regular RD Calculator, so the two stay consistent.
  • Makes the tenure-vs-deposit trade-off visible before you commit to a real bank RD.

Frequently asked questions

How is the required monthly RD deposit calculated?

We invert the RD Calculator’s own quarterly-compounding formula the same way: RD maturity value scales exactly in proportion to the monthly deposit, so we compute a trial deposit’s maturity value and scale it to your target.

Why is the required deposit different from what a bank RD calculator shows me?

Small differences usually come from a different compounding assumption. We compound quarterly, matching the convention most Indian banks actually use for RDs — confirm your bank’s exact convention if the numbers matter for a real deposit.

What if I already have some money saved towards this goal?

This calculator assumes you’re starting from zero. If you already have a lump sum, consider putting that into an FD or Lumpsum investment separately, and use this calculator only for the additional amount you still need to save monthly.

Learn more from official sources

  • Reserve Bank of India (RBI) — regulator for Indian banks and deposit products.
  • DICGC — deposit insurance covering bank deposits, including RDs, up to the prevailing limit per depositor per bank.

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Not financial advice. These tools are for informational purposes only. See how we calculate and our full disclaimer.