Compound Interest Calculator

Any compounding frequency, plus monthly contributions and a visual growth chart.

Runs in your browserNo sign-up required
Final Amount₹12,94,929
Total Invested₹7,00,000
Total Interest Earned₹5,94,929
Invested Interest
Total InvestedTotal Value

This is an estimate based on standard financial formulas and the numbers you enter — it doesn’t account for every fee, tax rule, or lender-specific term, and isn’t a substitute for advice from a qualified financial professional. Read the full disclaimer.

What Real Savings Actually Look Like

A lump sum growing alone is the textbook example, but most real savings scenarios involve regular deposits on top of a starting amount. This tool models exactly that — any compounding frequency, plus a monthly contribution — and visualizes how much of your final balance is money you put in versus interest that compounded on its own.

How to Use This Tool

  1. 1Enter your initial investmentA lump sum you're starting with — can be zero.
  2. 2Add a monthly contributionWhat most real savings actually look like — regular deposits on top of a starting amount.
  3. 3Set the return rate, time period, and compounding frequencyDaily, monthly, quarterly, or yearly compounding.
  4. 4Read the growth chartSee exactly how much of your final balance is money you put in vs. interest you earned.

Good to Know

  • Contributions are modeled monthly — the common real-world case — while the compounding frequency you choose still affects how interest itself accrues.
  • A higher compounding frequency (daily vs. yearly) makes a small but real difference to your final total, even at the same nominal annual rate.
  • The chart splits your final balance into what you actually contributed vs. what interest alone added — often a bigger share than people expect over long periods.
  • This models growth, not any specific investment product — actual returns from real investments vary and aren't guaranteed.

Frequently Asked Questions

Why does compounding frequency matter if the annual rate is the same?

More frequent compounding means interest starts earning its own interest sooner. At the same nominal annual rate, daily compounding produces a slightly higher effective return than yearly compounding.

How are monthly contributions handled if I choose yearly compounding?

The annual rate is converted to an equivalent monthly rate first (via the effective-annual-rate identity), so contributions can always be modeled monthly regardless of which compounding frequency you pick — keeping the math consistent either way.

Does this account for taxes or fees on investment returns?

No — this is pure compound-growth math on the numbers you enter, without any tax or fee assumptions layered in.

Is this the same as the SIP Calculator?

They share the same underlying growth math, but this tool is a general-purpose compound interest calculator with flexible compounding frequency, while the SIP Calculator is built specifically around India's systematic investment plan conventions.