Recurring Deposit (RD) Calculator

Calculate RD maturity amount with monthly investments

Recurring Deposit (RD) Calculator — free online tool

🔒 Offline-ready · Method · · Disclaimer · Recurring Deposit (RD) Calculator

Need to calculate RD maturity amount with monthly investments? Recurring Deposit (RD) Calculator answers in seconds. Fill in Monthly Deposit (₹), Interest Rate (%) and Tenure (years) on Recurring Deposit (RD) and read your answer immediately. In Recurring Deposit (RD) the working sits beside the answer. Recurring Deposit (RD) suits budgeting and planning checks. Recurring Deposit (RD) is privacy-first: Regional inputs stay offline. Recurring Deposit (RD) handles monthly savings india the same way as free online recurring deposit (rd) calculator — one of the Regional tools on CalcProMaster. The labels in Recurring Deposit (RD) match the terms in its result. Recurring Deposit (RD) is free, instant and local.

What the defaults mature to

₹5,000 a month for 60 months at 6.5% matures at about ₹3,53,369.84.

You deposit ₹3,00,000 in total, so the interest is roughly ₹53,370. Each instalment compounds for a different length of time, which is why the return is not simply 6.5% of the deposits.

How a recurring deposit compounds

Each monthly instalment is treated as a separate deposit that earns quarterly compounding until maturity. The first instalment earns for the full 60 months, the last for one month.

Banks apply the formula M = Σ P × (1 + r/400)... per instalment, with r the annual rate and quarterly compounding. The page applies that to all 60 deposits and sums them.

Worked example

Monthly deposit ₹5,000
Tenure 5 years = 60 instalments
Rate 6.5% compounded quarterly
Total deposited: ₹5,000 × 60 = ₹3,00,000
Maturity: ≈ ₹3,53,369.84
Interest earned: ≈ ₹53,370

Why the interest is not 6.5% × 5 years

Six and a half percent a year for five years on ₹3,00,000 would be ₹97,500 — but that assumes the whole amount is invested from day one. Here the average deposit is outstanding for about half the term, so the interest is closer to half that figure. A recurring deposit is not a lump-sum investment.

What changes the maturity

RD versus a lump-sum FD

An RD suits monthly savings from a salary; an FD suits money you already have. For the same total amount over the same term, the FD earns more because it compounds from day one — the RD compensates by matching your cash flow.

Frequently Asked Questions

Why is the maturity ₹3.53 lakh when I deposit ₹3 lakh?

Because each instalment earns interest from the month it is deposited. The total interest of about ₹53,370 comes from 60 deposits compounding for between one and 60 months.

Why is the interest less than 6.5% of the deposits?

Because the average instalment is invested for about half the term. A 6.5% annual return on ₹3,00,000 from day one would need a lump-sum deposit, not a monthly one.

How often does an RD compound?

Quarterly at most banks, which is why the rate is divided by 400 rather than 1200 in the monthly arithmetic. Compounding frequency is set by the bank’s terms.

What happens if I miss an instalment?

Most banks charge a small penalty and the missed amount simply never earns interest. Persistent defaults can close the account, so set up a standing instruction.

Is the interest taxable?

Yes, as income from other sources, and TDS applies once interest crosses the threshold in a financial year. The post-tax return is therefore below the headline rate.

About CalcProMaster calculators

CalcProMaster is a free library of 1285 online calculators across 20 categories — finance, health, math, business, construction, engineering, conversion, education and more. Every calculator runs entirely in your browser: no sign-up, no paywall, and no data leaves your device.

What makes these calculators different is transparency. Each tool shows the exact formula it uses. It also shows a step-by-step breakdown of how your inputs become the result. That way you can check the math instead of trusting a black box. Every calculator page explains how to read the result. It also lists common mistakes, assumptions and limitations. An FAQ sits with every one, and the most-used tools add a worked example. Health and finance tools name the formula they follow. Calorie needs use Mifflin-St Jeor. Loans use standard amortization. Each page says plainly when an answer should be confirmed with a professional.

The guides library goes deeper on the calculations people search for most. It covers percentage and discount math, loan EMI and amortization, income-tax brackets, calorie and macro planning, and concrete volumes. Each guide gives the formula, worked examples and links to the matching calculator. The glossary defines the terminology in plain language. The public formula QA dashboard shows the verification status of every calculator's math.

Popular starting points: loan EMI calculator, BMI calculator, percentage calculator, random number generator, and concrete calculator. You can also browse a category above to find the tool you need.

↑ ↓ navigate↵ openesc close