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Compound Interest Calculator

See exactly how compound interest turns a lump sum (and an optional monthly top-up) into wealth — across yearly, half-yearly, quarterly, monthly, or daily compounding.

Configure Your Investment

1,00010,00,00,000
% p.a.
1 % p.a.30 % p.a.
Yrs
0 Yrs40 Yrs
Mo
0 Mo11 Mo
Regular Monthly Addition(optional)
05,00,000

Like an FD + top-up, or an RD sitting on top of a lump sum.

Total Contributed
₹1.00 L
Total Interest
₹1.37 L
Maturity Value
₹2.37 L
2.4x your contributions | Effective yield: 9% p.a.

Results

Total Contributed
₹1.00 L
Principal ₹1.00 L
Maturity Value
₹2.37 L
After 10 years at 9% p.a.
Total Interest Earned
₹1.37 L
Effective yield: 9% p.a.

Rule of 72: Years to Double Your Money

A quick mental-math shortcut — divide 72 by your annual rate to estimate doubling time.

Rule of 72 Estimate
8.0 yrs
72 ÷ 9% = 8.0 years
Exact (this compounding)
8.0 yrs
Precise, using yearly compounding

Doubling Timeline

How ₹1L would double, and double again, at 9% p.a. with yearly compounding — no additions

₹1L
Start
₹2L
Year 8
₹4L
Year 16.1
₹8L
Year 24.1

Growth Over Time

Corpus value vs total contributed, year by year

Corpus Value
Total Contributed

Simple Interest vs Compound Interest

Same contributions, same rate — the only difference is whether interest earns interest

Compound Interest
Simple Interest

At maturity: compounding gets you ₹2.37 L, while simple interest on the same cash flows would only reach ₹1.90 L — a difference of ₹46,736 from compounding alone.

Year-by-Year Breakdown

Full compounding journey, period by period

PeriodOpeningAddedInterestClosing
Year 1₹1.00 L---₹9,000₹1.09 L
Year 2₹1.09 L---₹9,810₹1.19 L
Year 3₹1.19 L---₹10,693₹1.30 L
Year 4₹1.30 L---₹11,655₹1.41 L
Year 5₹1.41 L---₹12,704₹1.54 L
Year 6₹1.54 L---₹13,848₹1.68 L
Year 7₹1.68 L---₹15,094₹1.83 L
Year 8₹1.83 L---₹16,452₹1.99 L
Year 9₹1.99 L---₹17,933₹2.17 L
Year 10₹2.17 L---₹19,547₹2.37 L
Total---₹0₹1.37 L₹2.37 L

Compound Interest: The Engine Behind SIP Wealth

Compound interest means the interest you earn is added back to your principal, so the next round of interest is calculated on a bigger base — interest earning interest. This compound interest calculator shows exactly how that snowball effect plays out, whichever compounding frequency you choose.

FD quarterly compounding vs mutual fund Growth option: Bank Fixed Deposits typically compound interest quarterly, which is why the effective yield on an FD is always a touch higher than its quoted “annual” rate. A mutual fund’s Growth option reinvests all gains back into the NAV automatically — effectively compounding every business day the market is open — which is one reason a long-tenure SIP or lumpsum in equity/hybrid funds can compound faster than a similarly-rated FD over the long run, though it carries market risk that an FD does not.

The longer the money stays invested, the larger the gap between simple and compound growth becomes — which is exactly why starting early matters more than the exact rate you earn.

Personalised Plan

Want your money compounding at a better effective rate?

Your Trustner Relationship Manager can map this compounding math onto a Growth-option mutual fund plan suited to your goal and time horizon.

Your result: Compound Interest: ₹1.00 L principal at 9% p.a. (yearly) for 10 years → ₹2.37 L maturity value

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Calculator results are for illustration purposes only. Actual returns may vary based on market conditions, fund performance, and other factors. Mutual fund investments are subject to market risks. Read all scheme-related documents carefully before investing. Past performance does not guarantee future returns.

Next Step

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