Flat vs Reducing Rate Calculator

A "9% flat" loan is really around 16% reducing. See the true rate behind any flat quote.

That flat rate is really
15.71%
on a reducing balance basis
A 9% flat rate costs the same as 15.71% reducing — roughly 1.75× the quoted figure. You pay ₹1,02,249 more than a genuine 9% loan.
EMI on the flat rate loan₹12,083
Total interest (flat)₹2,25,000
Equivalent reducing rate15.71%
EMI at a true 9% reducing₹10,379
Interest at a true 9% reducing₹1,22,751
Extra you pay for the flat structure₹1,02,249

About the Flat vs Reducing Rate Calculator

Under a flat rate, interest is charged on the original loan amount for the whole tenure, regardless of how much you have already repaid. Under a reducing balance rate — the standard for home, personal and most bank loans — interest is charged only on what you still owe.

The difference is not small. A flat rate is roughly equivalent to 1.7–1.9 times the same number quoted on a reducing basis. A dealer offering "9% flat" is charging about 16% in real terms, and nothing in the paperwork will say so.

The formula

Flat interest = P × rate × years, spread evenly across all EMIs
FlatInterest on the original principal for the full term
ReducingInterest only on the outstanding balance

The equivalent reducing rate is found by solving for the rate that produces the same EMI.

Things worth knowing

1
Rough rule: a flat rate is about 1.8× the equivalent reducing rate over a typical tenure.
2
Vehicle dealers and consumer durable schemes quote flat almost universally. Always ask for the reducing equivalent.
3
Prepaying a flat rate loan rarely helps — the interest was fixed at the start. That alone makes it worse than it looks.

Frequently asked questions

Interest calculated on the full original loan amount for the entire tenure, then divided equally across the EMIs. You keep paying interest on money you have already repaid.

Because the number sounds much lower. A 9% flat quote is a genuine 16% or so on a reducing basis — the structure exists to make an expensive loan look cheap.

Only if the flat number is low enough that its reducing equivalent still beats the alternative. Convert first, then compare. Never compare a flat rate with a reducing rate directly.

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