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Simple Interest Calculator

Calculate flat interest on a principal amount and compare it against yearly compounding.

Inputs

%
Yrs

Simple interest

₹80,000

₹2,00,000 at 8% p.a. for 5 years

Total amount

₹2,80,000

Interest per month

₹1,333

Interest per year

₹16,000

If compounded yearly

₹2,93,866

Principal vs interest

Principal71.4%
Interest28.6%

Year-wise interest

Flat interest stays the same every year

YearInterest for yearTotal interestAmount
Year 1 ₹16,000 ₹16,000 ₹2,16,000
Year 2 ₹16,000 ₹32,000 ₹2,32,000
Year 3 ₹16,000 ₹48,000 ₹2,48,000
Year 4 ₹16,000 ₹64,000 ₹2,64,000
Year 5 ₹16,000 ₹80,000 ₹2,80,000

How simple interest works

Simple interest is charged only on the original principal. Nothing earns interest on interest, so the amount grows by exactly the same figure every year — which makes it easy to calculate and, for a borrower, easy to misjudge.

Formula

Simple interest = (P × R × T) ÷ 100

  • P — principal amount
  • R — annual rate of interest in percent
  • T — time in years
  • Total amount = P + simple interest

How it compares with compounding

₹2 lakh at 8% for three years earns ₹48,000 as simple interest. Compounded quarterly, the same deposit earns about ₹53,648 — a difference of ₹5,648 that grows quickly with time.

Over ten years the gap widens sharply: ₹1.60 lakh of simple interest against roughly ₹2.42 lakh compounded quarterly on the same ₹2 lakh. Time is what turns a small difference into a large one.

Where simple interest is actually used

You will meet it in short-term personal borrowing, some gold and agricultural loans, bank penalty and delay calculations, and non-cumulative deposits where interest is paid out rather than reinvested.

It is also the basis of the flat rate quoted by many vehicle and consumer-durable financiers — which is where the trouble starts.

The flat-rate trap for borrowers

A flat rate charges interest on the full original loan for the entire tenure, even though your EMIs are steadily reducing the balance. A 6% flat rate on a three-year loan works out to roughly 11-12% on a reducing balance.

Since banks quote reducing-balance rates and dealers often quote flat rates, the two are not comparable. Always ask for the reducing-balance rate or the total amount payable before signing.

When simple interest favours you

As a borrower on a short, genuinely simple-interest loan you pay less than you would under compounding, because unpaid interest never joins the principal.

As a saver it is the weaker arrangement. For any deposit you intend to hold for years, a cumulative compounding option is worth more at the same headline rate.

Example: ₹2 lakh at 8%

Principal
₹2,00,000
Rate
8% p.a.
Simple interest for 3 years
₹48,000
Total after 3 years
₹2,48,000
Compounded quarterly instead
≈ ₹2,53,648
Simple interest for 10 years
₹1,60,000

Simple interest adds ₹16,000 a year, every year, without acceleration. Compounding starts at the same point and pulls steadily ahead.

Frequently asked questions

What is the difference between simple and compound interest?

Simple interest is always calculated on the original principal, so it grows linearly. Compound interest is calculated on principal plus accumulated interest, so it accelerates.

Do banks use simple or compound interest on deposits?

Cumulative fixed and recurring deposits compound, normally quarterly. Simple interest appears in non-cumulative deposits that pay interest out and in certain short-term products.

Is a flat interest rate the same as simple interest?

Effectively yes — interest is charged on the full original amount for the whole tenure. Because your EMIs reduce the balance, the equivalent reducing-balance rate is roughly double the flat rate.

Which is better for a borrower?

Genuine simple interest costs less than compounding over the same period. But a flat rate presented as simple interest is usually more expensive than a reducing-balance loan at a higher-sounding rate.

Can I use this for a loan EMI?

No. EMI loans reduce the principal every month, so use our EMI calculator, which applies the reducing-balance method banks actually use.

How this is calculated

  • Simple interest = Principal × Rate × Time ÷ 100, calculated only on the original principal.
  • Interest does not earn interest, so the yearly amount stays flat throughout the tenure.
  • Most personal and vehicle loans use reducing balance interest instead, which works out differently.

Disclaimer

This calculator provides educational estimates only and is not financial advice. Actual outcomes depend on institution policies, taxes, and market conditions.