Finance & Real Estate

Loan & Mortgage Calculator

Calculate your exact monthly payment, total interest charges, and view a complete amortization schedule.

Estimated Monthly Payment
$1,580.17 / month
Total Payments Count 360 monthly payments
Loan Principal $250,000
Total Interest Paid $318,861
Total Amount Paid $568,861
Principal: 44% Interest: 56%
πŸ“… Yearly Amortization Schedule
Show Table β–Ό

How Loan Payments & Amortization Work

When you take out an amortized installment loan (like a fixed-rate mortgage or auto loan), your fixed monthly payment stays the same each month, but the proportions allocated to principal (the original borrowed amount) and interest (the cost of borrowing) shift over time:

In the early years: The majority of your monthly payment goes toward paying interest because your outstanding balance is high.

In the later years: As the balance shrinks, the monthly interest reduces, so the bulk of each payment goes directly toward paying down principal.

Extra payments: Any extra lump sum applied directly to the principal reduces future interest compounding and shortens the loan term significantly.

Read our complete loan calculator guide

Related Math & Financial Tools

Frequently Asked Questions

How is a monthly loan payment calculated? β–Ό

Monthly payments use the standard fixed amortization formula: M = P Γ— [ i(1 + i)^n ] / [ (1 + i)^n – 1 ], where P is the principal, i is the monthly interest rate (annual rate Γ· 12), and n is total months.

Can I use this for home mortgages and car loans? β–Ό

Yes, the math applies accurately to mortgages (15, 20, 30 years), auto loans (3 to 7 years), and personal loans.

Is any financial information saved? β–Ό

No. All calculations run strictly in your web browser with 100% privacy.

Understanding the Loan Estimate

Enter the principal, annual interest rate, loan term, and payment frequency shown by your lender. The calculator estimates a fixed-rate, fully amortizing payment. It is not a quote: fees, taxes, insurance, variable rates, skipped payments, and lender rounding can change the real schedule.

Formula

For monthly payments, the standard formula is M = P Γ— [r(1+r)^n] Γ· [(1+r)^n βˆ’ 1], where P is principal, r is the periodic interest rate, and n is the number of payments. Convert an annual percentage rate to a monthly decimal before using it. If the rate is zero, the payment is simply principal divided by the number of payments.

Worked example

A $20,000 balance at 6% annual interest for 5 years has a monthly rate of 0.06 Γ· 12 and 60 payments. The monthly payment is about $386.66 before fees, and the total of payments is about $23,199. Interest is the difference between those totals. Lenders may calculate daily interest or round each installment, so compare the result with the official disclosure.

Mistakes, assumptions, and questions

Do not confuse interest rate with APR, enter 6 instead of 0.06 when a decimal is required, or compare loans using payment alone. A longer term can reduce the monthly payment while increasing total interest. Ask about early repayment, late fees, balloon payments, and whether the rate can change. Read the loan calculator guide before making a borrowing decision, and use the result as an estimate rather than financial advice.

Compare offers responsibly

Compare the same principal, term, payment frequency, and fees across offers. Request an amortization schedule to see how much of each payment reduces principal. A lower payment is not automatically cheaper, and a small rate difference can matter over many payments. Confirm the official APR and total cost before signing any agreement.

Comparing Loan Scenarios

Change one input at a time to see its effect. A higher down payment lowers principal, while a shorter term usually raises the monthly payment and lowers total interest. Compare the total of scheduled payments, fees, and required insurance. A variable-rate result is only a snapshot because the rate can change later.

Amortization check

Early payments often contain more interest because the outstanding principal is largest. Each payment reduces interest slightly as principal falls. Request a lender amortization schedule and compare its first, middle, and final rows with your estimate. Do not assume an extra payment changes the term unless the lender applies it to principal.

Affordability Check

Compare the estimated payment with reliable monthly income and leave room for utilities, maintenance, insurance, savings, and emergencies. A lender’s approval is not the same as a comfortable budget. Ask whether the rate is fixed, when the first payment is due, and what happens after a missed payment.

Document the assumptions

Write down principal, rate, term, payment frequency, fees, and the date of the estimate. This makes two offers comparable and explains why a later quote may differ.

Frequently Asked Questions

What does the loan calculator show?

It estimates scheduled payments and the total repayment from the principal, rate, and term inputs.

Does it include every loan fee?

Only fees represented by the calculator inputs are included; lender-specific charges may be separate.

Why does the payment change when the term changes?

A longer term usually spreads repayment over more periods, which can lower the scheduled payment while increasing total interest.

Is this an offer from a lender?

No. It is an independent estimate and not a lending offer or approval.