Loan Payoff Calculator
Calculate how much time and interest you can save by making extra payments on your loan.
Regular Monthly Payment
$0
Original Payoff Time
30 years
New Payoff Time
30 years
Original Total Interest
$0
New Total Interest
$0
Your Savings
$0
Pay off 0 years earlier by adding $200 to your monthly payment
Loan Balance Over Time
Understanding Loan Payoff Strategies
Making extra payments on your loan can significantly reduce the total interest you pay and help you become debt-free sooner. This calculator helps you visualize the impact of different payoff strategies on your loan.
How Extra Payments Affect Your Loan
When you make extra payments on a loan, those additional funds go directly toward reducing your principal balance. Since interest is calculated based on your remaining principal, reducing the principal faster leads to less interest accruing over time.
There are several ways to make extra payments:
- Monthly extra payments: Adding a fixed amount to your regular monthly payment
- One-time payments: Making occasional lump-sum payments when you have extra funds available
- Bi-weekly payments: Making half your monthly payment every two weeks, which results in 26 half-payments (13 full payments) per year instead of 12
Types of Loans You Can Pay Off Early
Mortgage Loans
Mortgages typically have the longest terms (15-30 years) and the largest loan amounts, making them prime candidates for early payoff strategies. Even small extra payments can lead to significant savings over the life of a mortgage.
Important note: Some mortgages have prepayment penalties. Check your loan agreement before implementing an early payoff strategy.
Auto Loans
Auto loans typically have terms of 3-7 years. Paying off an auto loan early can free up monthly cash flow and reduce the total interest paid. Since cars depreciate over time, paying off your auto loan faster helps reduce the risk of being "underwater" on your loan (owing more than the car is worth).
Personal Loans
Personal loans often have higher interest rates than secured loans like mortgages. Making extra payments on high-interest personal loans can lead to substantial interest savings.
Student Loans
Federal student loans typically don't have prepayment penalties, making them good candidates for early payoff. However, if you have multiple student loans, it's often best to target the highest-interest loans first.
Loan Payoff Strategies
Debt Avalanche Method
The debt avalanche method involves making minimum payments on all loans while putting extra money toward the loan with the highest interest rate. Once that loan is paid off, you move to the loan with the next highest interest rate. This approach minimizes the total interest paid.
Debt Snowball Method
The debt snowball method involves paying off your smallest debts first, regardless of interest rate. This creates psychological wins that can help maintain motivation. While this may result in paying more interest overall compared to the avalanche method, the psychological benefits can be valuable for some borrowers.
Considerations Before Paying Off Loans Early
- Emergency fund: Ensure you have adequate emergency savings before dedicating extra funds to loan payoff
- High-interest debt: Prioritize paying off high-interest debt like credit cards before lower-interest loans
- Retirement savings: Consider whether the funds might be better used for retirement contributions, especially if your employer offers matching
- Prepayment penalties: Check if your loan has prepayment penalties that might offset the benefits of early payoff
- Tax implications: Some loan interest (like mortgage interest) may be tax-deductible, which affects the net benefit of early payoff
The Math Behind Loan Payoff Calculations
The calculator uses standard amortization formulas to determine your regular payment and then recalculates the amortization schedule with your extra payments included. The key formula for calculating a regular loan payment is:
M = P × (r × (1 + r)^n) / ((1 + r)^n - 1)
Where:
- M = Monthly payment
- P = Principal (loan amount)
- r = Monthly interest rate (annual rate divided by 12)
- n = Total number of payments (loan term in years × 12)
When extra payments are made, they reduce the principal directly, which changes the amortization schedule and reduces both the time to payoff and the total interest paid.