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Simple Interest Calculator

Calculate interest using the simple interest formula for loans and deposits.

Last updated: July 2026 Reviewed by 7bc.site editorial team Formula verified

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How this calculator works

Simple interest is the most straightforward way to calculate interest on a principal amount. Unlike compound interest, which charges or earns interest on accumulated interest, simple interest is calculated only on the original principal — making it easy to compute and easy to understand. It's commonly used for short-term loans, car loans, some personal loans, and basic savings products. Most US consumer loans — including auto loans, mortgages, and personal loans — use simple interest on a declining balance.

This calculator uses the standard simple interest formula: Principal x Rate x Time. Enter the principal, annual interest rate, and time period (in years or months — the calculator handles both). You'll see total interest earned or paid, plus the total amount (principal + interest) at the end of the term. Simple interest is transparent and predictable — the interest charge is the same each period, unlike compound interest where it grows over time.

Simple interest is ideal for short-term loans where you want to know exactly what you'll pay. For longer terms, however, simple interest understates growth compared to compounding, which is why most long-term investments use compound interest. Understanding the difference matters: a 30-year mortgage at 6% simple interest would cost $108,000 in interest on a $100,000 loan — but mortgages use compound interest (technically amortization), so the actual cost is $115,838. The gap widens dramatically with longer terms and higher rates.

The formula

Simple Interest = Principal x Annual Rate x Time (in years)
Total Amount = Principal + Simple Interest
Interest per period = Principal x Rate / periods per year

Worked example

You borrow $5,000 at 6% simple interest for 3 years. Interest = $5,000 x 0.06 x 3 = $900. Total to repay = $5,900. If the same loan used compound interest compounded annually, you'd pay $955 — the difference grows quickly as rates or terms increase. For a 2-year car loan at 5% simple interest on $20,000: interest = $2,000, total = $22,000.

For comparison: a 30-year mortgage at 6% on $100,000 uses amortization (a form of compounding). Total interest = $115,838 — significantly more than the $180,000 simple interest would suggest, because each payment reduces principal, so interest declines over time. This is why early mortgage payments are mostly interest, while later payments are mostly principal.

Methodology and sources

Simple interest is the oldest form of interest calculation, dating to ancient Babylonian and Greek banking. The formula I = P x R x T is taught as the foundation of all interest calculations. Most modern consumer loans in the United States use simple interest applied to a declining balance — meaning interest accrues daily on the outstanding principal, and each payment reduces principal going forward.

Precomputed interest loans (where total interest is calculated upfront and added to principal) are less common and generally less favorable to borrowers. They front-load interest and offer less benefit from early payment. Always confirm whether your loan uses simple interest on declining balance or precomputed interest.

Sources: Truth in Lending Act (Regulation Z); Consumer Financial Protection Bureau loan disclosure requirements; Mathematics of Investment and Credit by Samuel Broverman.

Industry benchmarks

Where simple interest is typically used:

  • Auto loans: 4-10% simple interest on declining balance, terms 3-7 years
  • Mortgages: 5-8% simple interest (amortized), terms 15-30 years
  • Personal loans: 6-36% simple interest, terms 1-7 years
  • Student loans (federal): 4-7% simple interest, terms 10-25 years
  • Short-term business loans: 8-15% simple interest, terms 6-24 months
  • Bonds: Fixed coupon rate paid as simple interest on face value
  • Treasury bills: Discount basis (effectively simple interest)

Credit cards, by contrast, use compound interest (daily compounding) — which is why credit card debt spirals so quickly. A 22% APR credit card compounds to 24.6% APY.

Common mistakes to avoid

Mistake 1: Confusing simple and compound interest. For loans under 2 years, the difference is small. For longer terms, compound interest costs significantly more. Always confirm which method your loan uses.

Mistake 2: Ignoring amortization effects. Simple interest on a declining balance means early payments are mostly interest. Extra payments early in the loan save dramatically more interest than extra payments late.

Mistake 3: Not understanding precomputed interest. Some loans (particularly subprime auto loans) precompute all interest upfront. If you pay off early, you may not save the interest you expected. Read the loan agreement carefully.

Mistake 4: Forgetting that APR includes fees. A 6% simple interest loan with 2% origination fee has an APR closer to 7.5%. Compare APRs, not interest rates.

When to use this calculator

Use this calculator for any simple interest loan or investment: auto loans, personal loans, mortgages, bonds, short-term notes, and basic savings accounts. For credit cards and most investments, use compound interest instead.

For loan payoff planning, use simple interest to understand how much of each payment goes to interest vs principal. Early in a loan, most of each payment is interest. As principal declines, more of each payment goes to principal — accelerating payoff.

Related metrics and alternatives

Compound interest calculator: For investments and credit cards where interest accrues on accumulated interest.

Amortization calculator: For mortgages and other installment loans — shows the payment schedule and principal/interest split per payment.

APR calculator: Converts simple interest rate plus fees into true annual cost.

Rule of 72: Quick mental math for compound interest: divide 72 by the interest rate to estimate years to double. (72 / 8% = 9 years to double.)

How to interpret the results

Simple interest < compound interest for the same rate and term: Always — compound interest grows faster because it earns interest on interest. The gap widens with time.

Interest cost > 30% of principal: Either the rate is high, the term is long, or both. Compare to alternatives — refinancing, shorter term, or different loan type may save significantly.

Simple interest rate < 8% APR: Reasonable cost of borrowing for most consumer purposes. Below inflation in some years — effectively free money.

Simple interest rate > 20% APR: Predatory territory. Common for payday loans, subprime auto loans, and some credit cards. Avoid unless no alternative exists — and explore alternatives aggressively.

Frequently asked questions

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