Compound interest calculator
Compounding is the engine behind every long-term wealth plan. This tool shows the future value of a lump sum at any rate, term, and compounding frequency so you can compare instruments on a like-for-like basis.
Compound interest calculator
See how compounding frequency supercharges your returns over time.
Principal (₹)
₹1.0 L
Annual interest rate (%)
8%
Duration (years)
10 yrs
Compounding frequency
Maturity value
₹2.2 L
Compound interest
₹1.2 L
Simple interest
₹80,000
Compounding bonus
+₹35,892
extra vs simple interest
A = P × (1 + r/n)^(nt). For insurance-linked investment plans like ULIPs and guaranteed return plans, returns are typically declared as IRR — use the SIP calculator for those.
How this is calculated
- Inputs you provide: principal amount, annual interest rate, tenure in years, and compounding frequency.
- Standard formula: A = P x (1 + r/n)^(n x t).
- Higher compounding frequency raises the final amount slightly because interest is added more often.
- Total interest earned is the future value minus the original principal.
- For periodic deposits rather than a single lump sum, use the SIP or PPF calculators instead.
Common questions
- How much does compounding frequency really matter?
- The difference between annual and monthly compounding at the same rate is small over short periods but grows visibly over 15 to 20 years.
- What is the rule of 72?
- Divide 72 by the annual return to get the years required to double your money. At 8 percent, that is nine years; at 12 percent, six years.
- Are bank FDs compounded?
- Most cumulative FDs compound quarterly. Non-cumulative options pay interest periodically without reinvestment.
- Does this account for tax?
- No. Interest from FDs, debt funds, and similar instruments is taxable. Use the post-tax rate for a realistic future value.