Interest Rate Calculator

Enter the values the interest rate form asks for and the result is computed here, in the page, with no sign-up and no upload. Change one field at a time to see how sensitive the interest rate figure is to that assumption.

Savings Interest
Loan Interest
Rate Comparison
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APR Converter

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Interest Rate Comparison

Option 1

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Interest Rate Scenarios Analysis

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Nominal Rate to APR Converter

APR to Nominal Rate Converter

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Instant results No signup required Standard formulas Free to use

The formula, worked through

Simple: I = P × r × t · Effective annual: EAR = (1 + r/n)ⁿ − 1

P = principal · r = annual rate · t = years · n = compounding periods

  1. Simple interest on $10,000 at 5% for 4 years: I = 10,000 × 0.05 × 4 = $2,000.
  2. The balance ends at $12,000 — the rate applies to the original principal only.
  3. With monthly compounding, the same nominal 5% becomes an effective annual rate of (1 + 0.05/12)¹² − 1 ≈ 5.12%.
  4. Always compare savings and loans on the effective rate, not the quoted nominal rate.
Example
Principal
$10,000
Rate
5%
Time
4 years

Result $2,000 simple interest · $12,000 ending balance

Frequently Asked Questions about Interest Rate Calculator

How do I sanity-check the interest rate result?

Rerun the calculator with a known example and compare it against the figure you expect; then swap back to your own numbers.

Which interest rate inputs change the outcome most?

Adjust one field at a time. The figure that shifts the result hardest is the assumption worth double-checking before you rely on it.

How much is 5% interest on $10,000 for one year?

Simple interest gives $500 after one year. Compounded monthly, the same account earns $511.62 because each month's interest also earns interest.

Why is the effective rate higher than the advertised rate?

Compounding within the year lets interest earn interest. A 5% nominal rate compounded monthly is 5.12% effective, and daily compounding reaches 5.13%.