Cernarus

Auto Loan Refinance Calculator with Extra Payments

This calculator compares your current auto loan's remaining balance and schedule with a refinance offer, optionally modeling recurring extra payments applied to principal. It estimates monthly payments, interest paid, payoff time, and break-even months for refinance fees.

The tool assumes monthly compounding and scheduled payments. Extra payments are converted to a monthly equivalent based on the selected frequency. Results are estimates for planning and discussion with lenders; actual loan agreements and amortization schedules may differ.

Updated Nov 26, 2025

Compares remaining balance on your current loan with a refinance offer. Optionally models recurring extra payments applied to principal to estimate earlier payoff and interest savings.

Inputs

Advanced inputs

Current loan (remaining)

Refinance offer

Extra payments

Results

Updates as you type

Current monthly payment (remaining)

$459.74

Remaining interest on current loan

$1,550.46

Refinance monthly payment (no extras)

$288.97

Months to payoff with refinance + extras

60

Total interest under refinance with extras

$1,838.01

Estimated interest savings vs current loan

-$287.55

Estimated months saved

-24

Estimated break-even months for refinance fees

2.9279

OutputValueUnit
Current monthly payment (remaining)$459.74USD
Remaining interest on current loan$1,550.46USD
Refinance monthly payment (no extras)$288.97USD
Months to payoff with refinance + extras60months
Total interest under refinance with extras$1,838.01USD
Estimated interest savings vs current loan-$287.55USD
Estimated months saved-24months
Estimated break-even months for refinance fees2.9279months
Primary result$459.74

Visualization

Methodology

Monthly payment formulas use standard amortization: payment = P * r / (1 - (1+r)^-n), where P is principal, r is monthly rate, and n is number of months remaining.

When extra payments are applied, months to payoff are estimated using the inverse of the loan amortization formula: n = -ln(1 - r*P/A) / ln(1+r), where A is the total monthly amount applied (scheduled payment + extra).

Assumptions and rounding: rates are entered as annual APR and converted to a monthly rate by dividing by 12 and by 100. Fees entered as 'refinance fees' are added to the financed amount for the refinance scenario. The model does not include taxes, insurance, or changes to rate (variable-rate loans).

Worked examples

Example: $15,000 balance, 6.5% APR, 36 months remaining vs refinance at 4.5% for 60 months with $500 fees. Without extras the refinance monthly payment may be lower but term longer; adding $100/month extra can shorten payoff and save interest.

Example: Biweekly extra payments are converted to a monthly equivalent by multiplying the biweekly amount by 26 (payments per year) then dividing by 12 to obtain a monthly figure used in the amortization calculation.

Further resources

External guidance

Expert Q&A

Does the calculator include tax, title, or insurance?

No. This tool models loan principal, interest, extra payments, and fees only. Taxes, title, insurance, and other charges are not included and can change the financed amount in a real transaction.

What if the refinance rate is 0% or very small?

The formulas assume a positive monthly interest rate. For 0% APR, the payment calculation simplifies to principal divided by months. Extremely small rates may create numerical instability; use results as approximate and verify with lender schedules.

How accurate are the savings estimates?

Estimates use standard amortization math and are intended for planning. They do not substitute for lender-provided payoff statements or official loan disclosures. Always confirm exact numbers with the lender before refinancing or making payment decisions.

Does the calculator account for prepayment penalties?

You can enter an estimated prepayment penalty percentage. The tool treats refinance fees as costs to be capitalized; prepayment penalties should be considered separately when deciding whether refinancing saves money.

Sources & citations