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💰 Interest

Simple Interest Calculator

Find the interest and final amount from principal, annual rate and time — I = P·r·t/100, A = P + I — or solve any one value. Simple interest is charged only on the original principal.

I = P × r × t / 100
Final amount A = P + I
Solve any value
Flat (non-compounding)
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Simple interest — Quick answer

Interest is principal times rate times time. It's a flat amount each year because it's always on the original principal.

I = P × r × t / 100
final amount A = P + I = P × (1 + r·t/100)

Worked example: 1000 at 5% for 3 years → I = 150, total 1150.

1000 at 5% per year

TimeInterestFinal amount
1 year501050
3 years1501150
5 years2501250

Used for: flat loans, short deposits, bonds, finance homework.

💰 Simple Interest Calculator

Enter any three of principal, rate, time and interest — leave one blank to solve it. Amounts are in your currency.

Interest
Final amount
Principal
Per-year interest

⚠️ Keep the rate annual and the time in years (6 months = 0.5, 90 days ≈ 0.247). Simple interest is a flat amount each year — unlike compound interest, it never earns interest on interest, so over long periods it grows much more slowly.

Simple interest is the most basic way interest is charged: a flat percentage of the original principal, every period, with no interest on interest. The formula is I = P·r·t/100, and the final amount is A = P + I. Because it always uses the starting principal, the interest each year is the same fixed amount, which makes simple interest grow in a straight line — slower than compound interest, which snowballs. It's the model behind many flat-rate loans, short-term deposits and finance coursework.

Reviewed: June 20, 2026 · Author: Naveen P N, Founder — AI Calculator · Verified against: the simple-interest relation I = Prt. Not financial advice.

The simple interest equations

Interest
I = P × r × t / 100 (r % per year, t in years)
Final amount
A = P + I = P × (1 + r·t/100)
Rearranged
P = 100I/(rt) · r = 100I/(Pt) · t = 100I/(Pr)

Multiply the principal by the rate (as a percent) and the time (in years), then divide by 100 for the interest. Add it to the principal for the final amount. Because the interest is a fixed fraction of the unchanging principal, each year contributes the same Pr/100 — so the total interest is just that yearly amount times the number of years. To find any single unknown, leave it blank and supply the other three; the calculator rearranges the formula for you.

Worked example — a 3-year deposit

Scenario: You deposit 1000 at a simple annual rate of 5% for 3 years.

Interest
I = 1000 × 5 × 3 / 100 = 150
Final amount
A = 1000 + 150 = 1150

You earn 150 in interest — exactly 50 each year — for a final amount of 1150. Over 1 year it would be 50 (total 1050), and over 5 years 250 (total 1250): the interest grows in a straight line. Compound interest on the same deposit would earn slightly more (about 158 over 3 years), and the gap widens sharply over longer periods because compounding earns interest on the interest, while simple interest never does.

Frequently Asked Questions

How do I calculate simple interest?

I = P·r·t/100. 1000 at 5% for 3 yr = 150; final amount A = P + I = 1150.

Simple vs compound interest?

Simple = flat, on the original principal. Compound = on principal + accrued interest, grows faster.

How do I find the rate?

r = 100·I/(P·t). 150 on 1000 over 3 yr → 5% per year.

What about months or days?

Convert to years: 6 months = 0.5, 90 days ≈ 0.247 (÷365). Keep the rate annual.

What is the final amount formula?

A = P + I = P·(1 + r·t/100). 1000 at 5% over 3 yr → 1150.

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