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Loan Payment Calculator — See Your Monthly Payment Instantly

Calculate your monthly loan payment instantly. Solve for payment, loan amount, or term. See how much you can borrow and how long it takes to pay off any loan with a full amortization schedule.

✓ Formula verified: January 2026For informational purposes only
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Payment Calculator

Results update instantly as you type

Enter Values

$
$
%
Monthly Payment
$495.03
↑ Neutral
Total Interest Paid$4,701.80
Total Cost of Loan$29,701.80
Loan Term60 payments (5.0 years)
Interest as % of Total15.8%
http://127.0.0.1:54963/finance/payment-calculator
Loan Cost Breakdown
Principal$25,000
Total Interest$4,702

Monthly Payment

$495.03

The Formula

Payment: M = P·r(1+r)^n / [(1+r)^n−1] | Loan: P = M·[(1+r)^n−1] / [r(1+r)^n] | Term: n = −ln(1 − rP/M) / ln(1+r)

This calculator works in all three directions — given any two of (payment, loan amount, term), it solves for the third. All three use the same amortization math, rearranged algebraically. The monthly payment formula is the standard loan amortization formula widely used in mortgages, auto loans, and personal lending. The loan amount formula reverses it to solve for how much you qualify for. The term formula uses natural logarithms to find the exact number of payments needed.

Variable Definitions

M

Monthly Payment

The fixed amount paid each month, covering both principal and interest portions. The payment amount is constant for the life of the loan under standard amortization.

Principal & Term

Amount Borrowed & Duration

The principal is the total loan amount; the term (n) is the full duration in months. A 5-year $25,000 loan has P=$25,000 and n=60. These together define the payment: larger principal or shorter term means higher payments.

r

Monthly Rate

The annual APR divided by 12 to get the periodic rate. Even a small change in r significantly affects the monthly payment — a 1% APR difference on a $25,000 loan changes the monthly payment by roughly $12-15.

How to Use This Calculator

  1. 1

    Select what you want to calculate from the dropdown.

  2. 2

    Calculate Monthly Payment: enter loan amount, interest rate, and term.

  3. 3

    Calculate Loan Amount: enter what you can afford per month, interest rate, and term.

  4. 4

    Calculate Loan Term: enter loan amount, monthly payment, and interest rate.

  5. 5

    Leave the field you are solving for blank — the calculator fills it in.

  6. 6

    Use the "+$50/month" result in Loan Amount mode to see how much extra borrowing power a small payment increase gives you.

Common Applications

  • Determine how large a loan you can afford by entering your target monthly payment, interest rate, and desired loan term — see how much house or car you can qualify for before shopping.
  • Compare loan scenarios side by side: a $30,000 car loan at 6% for 60 months ($580/month) vs 72 months ($498/month) — lower payment but $1,200 more in interest.
  • Find out how long it will take to pay off a loan at your current monthly payment amount including accrued interest, plus see how adding just $50/month accelerates your payoff.
  • See the true cost of extending your mortgage term: a $200,000 mortgage at 6.5% costs $1,264/month for 30 years ($255,000 interest) vs $1,811/month for 15 years ($126,000 interest) — save $129,000 by choosing 15 years if you can afford the payment.
  • Use the Calculate Loan Amount mode to reverse-engineer your borrowing power: if you can afford $600/month and qualify for 7% APR over 60 months, you can borrow approximately $30,300 — but at 72 months, ~$35,000.
  • Credit card debt analysis: see how long it takes to pay off revolving credit card debt at minimum payments, and compare the impact of increasing your payment to a fixed amount each month.

Given any two loan variables (amount, payment, term), the standard amortization formula solves for the third

Understanding the Concept

This is the "solve for X" loan calculator. Most people know their budget (monthly payment) and want to know how large a loan they can afford. Others know the loan amount and want to find out how long it will take to pay it off at their current payment. All three calculations use the same amortization equation, just rearranged algebraically. The minimum payment warning shows the point at which your payment only covers interest and the balance never decreases — a critical threshold to understand, especially for credit card debt where minimum payments are often set just above this level. Understanding the relationship between these three variables — loan amount, payment, and term — is the foundation of smart borrowing. A $50 increase in monthly payment on a $25,000 loan at 7% APR shortens the term from 60 months to about 49 months and saves over $1,000 in total interest.

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