Simple Interest Calculator

Calculate the linear growth of your capital using simple interest. Enter the values below to see instant results with a year-by-year breakdown, no registration required and no results hidden behind ads.

What is simple interest?

Simple interest is interest calculated strictly on the initial principal, without accumulating on interest earned in previous periods. This yields linear growth: the interest amount earned in each period remains constant, unlike compound interest where each period earns returns on a progressively higher balance.

In practice, for identical rate and time conditions, simple interest always yields less than compound interest, except during the very first period when both produce identical amounts.

Simple interest formula

The formula is:

I = P × r × t

  • I: interest earned
  • P: initial principal
  • r: interest rate per period (as a decimal)
  • t: number of periods

The final amount is A = P + I. Unlike compound interest, simple interest does not involve exponential conversion between annual and monthly rates; conversion is directly proportional, meaning an annual rate of 12% is equal to 1% per month.

Practical example

With $1,000 in initial capital and a 1% monthly rate over 5 years (60 months), simple interest earns exactly $600, reaching a total final capital of $1,600. Compare this result with our compound interest calculator: under identical parameters, compound interest would yield a final capital over $1,800.

Frequently asked questions

What is simple interest?

It is interest calculated solely on the original principal, without compounding on accumulated interest. Its growth is linear, unlike compound interest.

What is the simple interest formula?

I = P × r × t, where I is the interest earned, P is the initial principal, r is the rate per period, and t is the number of periods. The total final amount is A = P + I.

What is the difference between simple and compound interest?

With simple interest, returns apply exclusively to the initial capital (linear growth). With compound interest, each period earns returns on the updated total balance (exponential growth). Compound interest yields higher returns under identical conditions.

Where is simple interest used in real life?

It is used in short-term loans, late fees, commercial discounts, and educational contexts. Most investments and long-term loans rely on compound interest.