Loan & Mortgage Calculator

Finance & Loans

This loan and mortgage calculator estimates fixed monthly payments, cumulative borrowing costs, and detailed amortization schedules for consumer debt and real estate financing. It models how loan principal, annual interest rates, and repayment terms shape the balance between principal reduction and ongoing interest expense over time.

Monthly Payment Summary
Monthly Principal & Interest
$2,212.24
Total Interest Paid
$446,405.71
127.5% of original loan
Total Loan Cost
$796,405.71
Over 30 years (360 payments)
Principal: $350,000 (43.9%)Interest: $446,406 (56.1%)
Annual Amortization Schedule Preview
YearPrincipal PaidInterest PaidEnding Balance
Year 1$3,912$22,635$346,088
Year 2$4,174$22,373$341,914
Year 3$4,454$22,093$337,460
Year 4$4,752$21,795$332,709
Year 5$5,070$21,477$327,638

About this calculator

Borrowing money for real estate purchases, home improvements, or major refinancing requires understanding how amortization structures affect long-term borrowing costs. While prospective borrowers often focus exclusively on the monthly payment figure, the total interest accumulated across a fifteen-year or thirty-year term can equal or exceed the original loan amount. Entering the initial loan principal, stated annual interest rate, and repayment term allows you to evaluate your regular payment obligations alongside cumulative financing charges.

The resulting amortization schedule illustrates how each installment distributes funds between interest charges and principal reduction. In the early stages of a fixed-rate loan, the majority of every payment services accumulated interest, with equity accumulation accelerating only in later years. When reviewing these estimates, remember that basic amortization calculations cover only principal and interest. Actual housing expenses generally include additional recurring obligations, such as property taxes, homeowner insurance premiums, private mortgage insurance, and HOA assessments.

How It Works & Formula

FormulaM = P · [ r(1 + r)ⁿ ] / [ (1 + r)ⁿ - 1 ]

The monthly payment M is computed using the standard annuity formula M = P · [r(1 + r)ⁿ] / [(1 + r)ⁿ − 1], where P represents the loan principal, r is the monthly interest rate, and n is the total number of monthly payments. Each billing cycle applies the periodic interest rate to the remaining principal balance, with the leftover payment amount reducing the outstanding loan principal.

Frequently Asked Questions

How is my monthly loan payment calculated?

Monthly fixed loan payments are calculated using standard amortization: M = P [i(1+i)^n] / [(1+i)^n - 1], where P is principal, i is monthly interest rate, and n is total monthly payments.