Compare paying off your car loan early with investing the same extra cash. See payoff time, interest savings, future investment value, vehicle depreciation, and the modeled financial benefit of each strategy. Considering a lower rate instead? Use the auto refinance calculator to compare fees, loan terms and interest savings.
Loan Details
Extra Payments
The percentage applies to modeled one-time and monthly extra principal; $ is one flat fee whenever either acceleration method is used. The penalty is added to out-of-pocket and doesn't reduce principal.
Investment Options
We compare total benefit from accelerating (interest saved + investment earnings after payoff (regular payment only)) vs investing extras. Extras are invested only until accelerated payoff, but earn interest for the full base payoff time.
Vehicle Value & Depreciation
Depreciation starts at your loan start (purchase date); chart shows value from today forward.
Decision — Invest vs Accelerate
If You Invest The Extras Instead (Scenario A horizon)
We invest the extras until the accelerated payoff time (Scenario B), and that money continues to earn interest until the full base payoff time (Scenario A). Both strategies use the same monthly budget. Scenario B invests any cash left over in its final payment month, then the freed regular payment stream (included in Total benefit of accelerating above).
Scenario A — Continue
Scenario B — Accelerate
Loan Balance vs Vehicle ValueNo underwater risk
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Methodology & Terms
- Payment (Pmt): P·r / (1 - (1+r)-n), where r = APR/12 and n = remaining term.
- Remaining balance today: Closed-form amortized balance after elapsed months from the loan start.
- Scenarios: A = continue as scheduled; B = accelerate via a one-time payment and/or monthly extras, with the entered penalty added as a separate cost.
- Regular monthly payment: The scheduled payment from the original loan (no extras). Shown on both cards.
- Interest saved (loan): Interest cost in A minus interest cost in B, from today forward.
- After-payoff investing (B): In the payoff month, any unused payment budget is invested at month end. After that, we invest the freed regular payment until A would have finished; we report the interest earned portion of this stream.
- Total benefit of accelerating: Interest saved + investment earnings after payoff − entered prepayment penalty. The penalty is a separate nominal cost.
- Investing extras (A horizon): We invest the one-time amount today and the monthly extras at month end until the accelerated payoff time (B). Both strategies invest any cash left over from a smaller final payment, and all investments grow until the full base payoff time (A). This interest earned is used in the Invest-vs-Accelerate verdict.
- Compounding choice: Monthly uses r = return/12; Annual converts to equivalent monthly: r = (1+R)1/12−1.
- Vehicle value & upside-down: Depreciation starts at purchase (loan start). Upside-down means loan balance > vehicle value.
- Cash-out saved (A−B): Sum of remaining payments in A minus (remaining payments in B + any one-time + penalty).
- Limits: Excludes taxes/insurance, late fees, changing APR, or fees other than the prepay penalty. Depreciation inputs are user assumptions.
- Example: pay off a 3% car loan or invest? Start a $20,000 loan today with a 60-month term and $200 extra available each month. Assume a constant 6% investment return compounded monthly, no lump sum, and no prepayment penalty. Extra payments finish the loan in 38 months and save about $585 in loan interest. Including earnings on cash freed by payoff, accelerating produces about $1,047 in modeled benefit, versus $1,715 in investment earnings from the extras: investing leads by about $668 at month 60.
- Example: what changes with a 9% car loan? Keep the same $20,000 loan, 60-month term, $200 monthly extra, and assumed 6% investment return. Payoff still occurs in month 38, but loan interest saved rises to about $1,899. The total acceleration benefit is about $2,437, exceeding the $1,715 in investment earnings by about $722. These are fixed-assumption comparisons; actual investment returns can vary and lose value.
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