Work backwards from your EMI or maturity value to the real interest rate.
Total Repaid
₹6,48,000
Total Interest
₹1,48,000
Effective Annual Rate
14.19%
Flat-rate Equivalent
7.4%
Annual Interest Rate
13.35%
Principal
Interest
A reverse interest rate calculator works backward from numbers you already know — your initial deposit or loan, the tenure, and the final maturity amount or EMI — to tell you the interest rate that was actually applied. It is the opposite of a regular FD or EMI calculator, where you enter the rate to find the outcome.
This comes up more often than it sounds:
For a lumpsum compounding at an annual rate, the formula rearranges cleanly:
You invested ₹1,00,000 and received ₹1,40,255 after 5 years. That works out to about 7.0% per annum, which you can now compare against a bank FD or Post Office Time Deposit.
Loans are harder, because the EMI formula cannot be rearranged to isolate the rate. There is no closed form:
The answer has to be found by iteration. This calculator brackets the rate between effectively zero and 100% a month and bisects 200 times, which converges reliably on any real consumer loan. Newton-Raphson, which Excel’s RATE function uses, is faster but can overshoot on very short tenures.
One gate matters first: total repayment has to exceed the principal, or no positive rate exists and the solver will spin forever. The calculator checks this before it starts.
This is the most practical use of a reverse calculation. A flat rate is charged on the original loan amount for the entire tenure, even though your outstanding balance falls with every EMI. The effective reducing-balance rate is close to double the flat rate.
Flat-rate quoting is common on some personal loans, credit card EMIs and vehicle loans. Reverse-calculating the real rate is the quickest way to see what a loan actually costs.
Our Tools
Mutual Fund Related
EMI Calculators
Interest Calculators
For employed
Deposit Schemes
Government Schemes
Post Office Schemes
Loved by 2M+ users with a 4.3+ ⭐ app rating. Join now!