Loan & Mortgage Calculator

Monthly payment$599.55
Total paid$215,838.19
Total interest$115,838.19

Amortization by year

YearPrincipalInterestBalance
1$1,228.01$5,966.59$98,771.99
2$1,303.75$5,890.85$97,468.24
3$1,384.17$5,810.44$96,084.07
4$1,469.54$5,725.07$94,614.53
5$1,560.18$5,634.43$93,054.36
6$1,656.40$5,538.20$91,397.95
7$1,758.57$5,436.04$89,639.39
8$1,867.03$5,327.57$87,772.35
9$1,982.19$5,212.42$85,790.17
10$2,104.44$5,090.16$83,685.72
11$2,234.24$4,960.37$81,451.48
12$2,372.04$4,822.56$79,079.44
13$2,518.35$4,676.26$76,561.09
14$2,673.67$4,520.93$73,887.42
15$2,838.58$4,356.03$71,048.84
16$3,013.66$4,180.95$68,035.19
17$3,199.53$3,995.07$64,835.66
18$3,396.87$3,797.73$61,438.79
19$3,606.38$3,588.22$57,832.40
20$3,828.82$3,365.79$54,003.59
21$4,064.97$3,129.64$49,938.62
22$4,315.69$2,878.92$45,622.93
23$4,581.87$2,612.74$41,041.06
24$4,864.47$2,330.14$36,176.59
25$5,164.50$2,030.11$31,012.09
26$5,483.04$1,711.57$25,529.05
27$5,821.22$1,373.39$19,707.84
28$6,180.26$1,014.35$13,527.58
29$6,561.44$633.16$6,966.14
30$6,966.14$228.47$0.00

What Is a Loan & Mortgage Calculator?

The Loan & Mortgage Calculator shows the fixed monthly payment for a loan, how much interest you pay in total, and a year-by-year amortization schedule.

A loan calculator works out the fixed monthly payment for an amortising loan — a mortgage, car loan or personal loan — along with the total interest you will pay and a schedule showing how the balance falls over time. It turns the three numbers you know (amount borrowed, interest rate and term) into the one number you really need: what it costs each month, and overall.

Calculating Payments

  1. Enter the loan amount (the principal you borrow).
  2. Set the annual interest rate and the term in years or months.
  3. Read the monthly payment, total interest and the yearly amortization table.

When to Calculate

  • Home buyers comparing mortgage offers and checking what monthly payment fits their budget.
  • Car buyers and borrowers weighing the true cost of a loan before signing.
  • Anyone deciding between a shorter term with higher payments and a longer one with more total interest.
  • People planning extra payments and wanting to see how much interest they could save.

How the Monthly Payment Is Calculated

The fixed payment comes from the amortisation formula M = P × r × (1 + r)^n ÷ ((1 + r)^n − 1), where P is the loan amount, r the monthly interest rate (the annual rate divided by 12) and n the number of monthly payments. Each month part of the payment covers interest on the remaining balance and the rest reduces the principal.

Early on, most of each payment goes to interest because the balance is large; as the balance shrinks, more of every payment chips away at the principal. The amortisation schedule lays this out period by period, which is why the total interest can be a surprisingly large share of the loan over a long term.

Key Benefits

  • Compare mortgages, car loans or personal loans before you commit.
  • See how the rate and term change your total interest.
  • Runs entirely in your browser — your figures stay private.

Loan Data Stays Private

Loan payments are computed using amortization formulas as JavaScript code running in your browser. Your principal amount, interest rate, and term are calculated locally on your device — this financial data never reaches our servers.

FAQ

How is the monthly payment calculated?

It uses the standard amortizing-loan formula based on the loan amount, the monthly interest rate (annual rate ÷ 12) and the number of payments, so you pay the same fixed amount each month.

What is amortization?

Early payments are mostly interest; over time more of each payment goes to the principal. The yearly table shows how the balance falls.

Will my loan details be saved?

No. Loan calculations run entirely in your browser. Your principal, rate, and term stay on your device and are never transmitted.

Does a shorter loan term save money?

Usually yes. A shorter term means higher monthly payments but far less total interest, because you borrow the money for less time. The calculator lets you compare terms to see the trade-off.