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Comparison

FD vs RD: Which Deposit Earns More?

FD (₹3,00,000) vs RD (₹5,000/mo) compared side by side — the differences, the numbers, and which to choose.

By Aarav Mehta, CFA, MBA Finance · Updated Jun 2026 · 1 min read

Fixed deposits (FD) and recurring deposits (RD) are both safe, bank-backed ways to grow savings — the difference is how you put money in. An FD takes one lump sum; an RD takes a fixed amount every month. Here is how they compare over 5 years.

Scenario: 5-year term — an FD of ₹3,00,000 at 7% versus an RD of ₹5,000/month at 6.5%.

Side-by-side comparison

MetricFD (₹3,00,000)RD (₹5,000/mo)
Maturity value₹4,24,433₹3,55,284
Interest earned₹1,24,433₹55,284

FD (₹3,00,000) vs RD (₹5,000/mo) at a glance

FD (₹3,00,000)RD (₹5,000/mo)
How you investOne lump sum upfrontA fixed amount each month
Interest rateUsually slightly higherUsually slightly lower
Best forMoney you already haveSaving from monthly income
LiquidityPremature-withdrawal penaltyPremature-withdrawal penalty

The verdict

An FD generally earns more on the same total money because the entire amount earns interest from day one, while an RD's later instalments earn for a shorter time. Choose an FD when you already have a lump sum; choose an RD when you want to build savings steadily from your salary. Many savers sensibly use both.

Model your own numbers with the FD Calculator and the RD Calculator.

Calculators in this guide

Frequently asked questions

For the same total amount and rate, an FD usually earns more because the full sum is invested from the start, whereas an RD builds up gradually so later deposits earn interest for less time.

Both are equally safe — they are bank deposits covered by the same deposit insurance. The choice is about how you save (lump sum versus monthly), not safety.

CAGR Table: Duration by Initial value

Reference table of duration for CAGR across a range of initial value values — exact, engine-computed figures you can read off at a glance.

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Aarav Mehta · CFA, MBA Finance

Aarav reviews every finance formula on CalcHub for accuracy.