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RD Calculator

Calculate Recurring Deposit maturity amount and interest earned with quarterly compounding.

🏦RD Details

₹5,000
7%
5 years
Maturity Amount₹3.60 L

Total Invested

₹3.00 L

Interest Earned

₹59.7K

Investment vs Interest

Year-wise Growth

How the RD Calculator Works

What Is a Recurring Deposit and Who Uses It

A Recurring Deposit (RD) is a savings scheme offered by banks and post offices where you deposit a fixed amount every month for a predetermined tenure. Unlike a Fixed Deposit where you invest a lump sum once, an RD builds the corpus gradually — matching how most salaried people earn and save money.

RDs are one of the safest investment options in India. The interest rate is fixed at the time of opening the account (typically 6.5–7.5% for tenures of 1–10 years). The principal is protected by DICGC insurance up to ₹5 lakh per bank per depositor, and the returns are predictable.

The primary users of RD are: salaried employees building a corpus for a specific short-to-medium term goal (wedding, car, education); senior citizens looking for predictable monthly-savings-based returns; and anyone who wants guaranteed returns without market risk. RD tenure ranges from 6 months to 10 years.

How RD Interest Is Calculated

RD interest is compounded quarterly — meaning the interest is calculated four times a year and added to your balance. Each monthly deposit earns interest from the date of deposit until maturity, and the compounding frequency ensures that interest on interest builds up over time.

The formula used by banks: Maturity = Σ (Monthly Deposit × (1 + r/400)^((n−m+1)/3)) for each month m from 1 to n, where r is the annual rate and n is total months. The 400 accounts for quarterly compounding (100 × 4), and the exponent captures how many quarters remain for each monthly instalment to compound.

The practical upshot: the earliest deposits earn the most interest (they compound for the full tenure), and the last deposit earns almost nothing. If you deposit ₹5,000/month for 5 years at 7%, the first ₹5,000 earns interest for 60 months, while the last ₹5,000 earns interest for only 1 month. This is why RD returns are always lower than a lumpsum FD of the same total amount for the same tenure.

RD vs SIP vs FD: When to Choose What

**Choose RD if:** You want guaranteed returns, no market risk, and a fixed monthly commitment. RDs are ideal for short-term goals (1–3 years) or as a conservative component of a diversified portfolio. The rate is fixed, so you know exactly what you'll get at maturity.

**Choose SIP if:** You have a 5+ year horizon and can tolerate market volatility. Equity SIPs have historically delivered 10–13% CAGR vs RD's 6.5–7.5%. Over 10+ years, the difference compounds to a massive gap — but you have to ride out market corrections.

**Choose FD if:** You have a lump sum to invest and want to lock in a rate. FDs typically offer slightly higher rates than RDs for the same tenure because the bank has the money upfront. If you have ₹5 lakh and a 5-year horizon, an FD usually beats an RD (of the same monthly-equivalent).

For most investors, the right answer is a combination: RD or FD for near-term goals and safety, SIP for long-term goals and growth. The proportion depends on your risk tolerance and time horizon.

Step-by-Step Worked Example

You deposit ₹5,000/month in an RD at 7% annual interest (quarterly compounding) for 5 years. Calculate the maturity amount.

  1. 1
    Total months = 5 × 12 = 60.
  2. 2
    Quarterly rate = 7 ÷ 400 = 0.0175.
  3. 3
    For each monthly deposit, calculate the future value at maturity: Deposit × (1.0175)^((60 − m + 1)/3).
  4. 4
    Sum across all 60 monthly deposits: total maturity ≈ ₹3,59,000.
  5. 5
    Total invested = ₹5,000 × 60 = ₹3,00,000.
  6. 6
    Interest earned = ₹3,59,000 − ₹3,00,000 = ₹59,000.

Result

Monthly deposit: ₹5,000

Total invested over 5 years: ₹3,00,000

Interest earned: ₹59,000

Maturity amount: ₹3,59,000

Effective annual yield: ~7.05% (slightly higher than nominal due to quarterly compounding)

Post-tax return at 30% slab: ~4.9% per year — RD interest is fully taxable

Key Benefits & Use Cases

When to Use This Tool

  • ✓Building a corpus for short-to-medium-term goals (1–5 years) with guaranteed returns.
  • ✓Disciplined monthly savings for people who struggle with lump-sum investing.
  • ✓Parking funds for emergency reserves with predictable access and returns.
  • ✓Section 80C tax saving via 5-year tax-saving RD (though alternatives are usually better).
  • ✓Building a child's education corpus alongside a SIP for the shorter-term portion.

Why It Matters

  • →Guaranteed returns — no market risk, backed by DICGC insurance up to ₹5 lakh.
  • →Fixed monthly commitment — forced savings discipline.
  • →Predictable maturity — you know exactly what you'll receive at the end.
  • →Low minimum deposit (₹100–500/month at most banks).
  • →Easy to open online or at a branch.
  • →Available for any tenure from 6 months to 10 years.

Who Should Use This Calculator

  • ★Salaried employees wanting a structured monthly savings plan.
  • ★Risk-averse investors prioritising capital safety.
  • ★Anyone saving for a short-term goal (under 5 years) with a fixed monthly amount.
  • ★Investors wanting a safe component alongside equity mutual funds.
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Monthly Deposits

Fixed monthly deposits with guaranteed returns.

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Year-wise Growth

See how your RD grows each year.

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Safe & Guaranteed

RD gives fixed returns with no market risk.

How to Use

1

Enter Monthly Amount

Set your monthly RD deposit.

2

Set Interest Rate

Enter the rate offered by your bank.

3

Choose Tenure

Select RD duration.

4

View Maturity

See maturity amount and interest earned.

The Formula

A = P × [(1+r/n)^(nt) - 1] / [1 - (1+r/n)^(-1/3)]
AMaturity amount
PMonthly deposit
rAnnual interest rate
nCompounding frequency (quarterly=4)

Frequently Asked Questions

What is an RD?

A Recurring Deposit (RD) is a savings instrument where you deposit a fixed amount every month for a set tenure. Interest is compounded quarterly, and the maturity amount is guaranteed. Available at all banks and post offices.

Is RD interest taxable?

Yes, RD interest is fully taxable at your marginal rate. TDS of 10% applies if interest exceeds ₹40,000/year (₹50,000 for senior citizens). Submit Form 15G/15H to avoid TDS if your income is below the taxable threshold.

RD vs SIP — which is better?

RD gives guaranteed but lower returns (6.5–7.5%). SIP in equity mutual funds has potential for higher returns (10–13% long-term) but with market risk. For 5+ year goals, SIP usually wins. For short-term goals (1–3 years), RD is safer.

Can I withdraw an RD early?

Yes, premature withdrawal is allowed but usually with a penalty of 0.5–1% reduction in the interest rate. The penalty applies to the entire tenure, not just the early withdrawal period. Read your bank's specific policy before committing.

What is the minimum RD amount?

Most banks require a minimum of ₹100–500/month. There's no upper limit, though very large RDs are less efficient than FDs. Post offices typically require a minimum of ₹100/month with no fixed maximum.

Can I change my RD deposit amount?

No. The monthly deposit amount is fixed when you open the RD. If you want to change it, you must open a new RD. This is unlike a SIP where you can step up the amount each year.

What happens if I miss an RD payment?

Missing an RD instalment usually incurs a small penalty (₹1–5 per ₹100 of defaulted instalment). If you miss several consecutive payments, the bank may close the RD and refund the accumulated amount with reduced interest.

RD vs FD — which is better?

FDs generally offer slightly higher rates for the same tenure because the bank gets the full amount upfront. However, RDs are better for people who don't have a lump sum and prefer monthly saving. The correct choice depends on your cash flow.

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Reviewed by AutoWealthLab Editorial Team

This calculator and its accompanying guide are maintained by the AutoWealthLab editorial team. Every formula is verified against standard financial references, and results are cross-checked with independent calculators before publishing. Our tools are updated whenever tax rules, interest rate benchmarks, or regulatory formulas change.

Last reviewed: October 2026 · Methodology: Standard amortization and compound interest models · Learn more about our testing process