Skip to content
FinCalculate

Should I Pay Off My Car Loan or Invest?

Should I pay off my car loan or invest the money? It comes down to one number. Paying the loan down is a guaranteed return equal to its rate, and because car loan interest is not deductible, an investment has to clear that rate after tax to be worth it.

Example numbers

Before tax. Used to draw the curves, not to find the breakeven.

What you still owe, not what you borrowed.

The rate on the note. This is the guaranteed return paying it down earns you.

5 years

The amount you are deciding where to send.

Assumptionswhere you would invest it, marginal tax rate

Decides how the gains are taxed, which moves the bar.

Result

The verdictfrom an example

An investment has to beat 9.23% a year to win. At 7.0% you do not, so paying the car loan off is the stronger move.

Worked on $22,000 at 7.20% with 5 years left, $250 a month spare. Change anything below to use yours.

An investment must return more than 9.23% a year to beat paying the debt down. You expect 7.00%.
Your expected return7.00%
9.23%The bar to beat
Paying the loan off winsInvesting wins
Return you have to beat
9.23%
Interest saved by paying down
$1,761

The figures behind it

Return you have to beat
9.23%
Your loan rate, grossed up for the tax on investment gains.
Interest saved by paying down
$1,761
Loan interest avoided by putting the spare cash on the balance.
Loan cleared earlier
2 years
Debt free in month 36 of 60.
Pay the loan off early
$17,684
Net worth at the original payoff date, after tax.
Invest the extra instead
$17,203
Net worth at the same date, after tax.
At 7.0%, investing ends
-$481
Behind. Paying the loan down is the stronger move.

Net worth on both paths

Net worth over time under both scenariosPay the car loan off early ends at $18K. Invest the extra instead ends at $17K. The same figures appear in the payment schedule below.-$30K-$20K-$10K$0$10K$20K0123345

Years from today

Pay the car loan off earlyInvest the extra instead
Payment scheduleShow

The table scrolls sideways

MonthA · loanA · net worthB · loanB · investedB · net worth
1$21,444-$21,444$21,694$250-$21,444
2$20,885-$20,885$21,387$501-$20,886
3$20,323-$20,323$21,077$753-$20,324
4$19,757-$19,757$20,766$1,007-$19,759
5$19,188-$19,188$20,453$1,261-$19,192
6$18,615-$18,615$20,138$1,517-$18,621
7$18,039-$18,039$19,821$1,774-$18,047
8$17,460-$17,460$19,502$2,032-$17,470
9$16,877-$16,877$19,182$2,291-$16,890
10$16,290-$16,290$18,859$2,552-$16,307
11$15,700-$15,700$18,534$2,813-$15,721
12$15,107-$15,107$18,208$3,076-$15,132
13$14,510-$14,510$17,880$3,340-$14,539
14$13,909-$13,909$17,549$3,605-$13,944
15$13,305-$13,305$17,217$3,872-$13,345
16$12,697-$12,697$16,882$4,139-$12,743
17$12,086-$12,086$16,546$4,408-$12,138
18$11,470-$11,470$16,207$4,678-$11,529
19$10,851-$10,851$15,867$4,950-$10,917
20$10,229-$10,229$15,524$5,222-$10,302
21$9,603-$9,603$15,180$5,496-$9,684
22$8,972-$8,972$14,833$5,771-$9,062
23$8,339-$8,339$14,485$6,047-$8,437
24$7,701-$7,701$14,134$6,325-$7,809
25$7,059-$7,059$13,781$6,603-$7,177
26$6,414-$6,414$13,426$6,884-$6,542
27$5,765-$5,765$13,069$7,165-$5,904
28$5,112-$5,112$12,709$7,447-$5,262
29$4,455-$4,455$12,348$7,731-$4,617
30$3,794-$3,794$11,984$8,017-$3,968
31$3,129-$3,129$11,618$8,303-$3,315
32$2,460-$2,460$11,250$8,591-$2,660
33$1,787-$1,787$10,880$8,880-$2,000
34$1,110-$1,110$10,508$9,170-$1,338
35$429-$429$10,133$9,462-$671
36$0$256$9,756$9,755-$1
37$0$945$9,377$10,049$672
38$0$1,637$8,996$10,345$1,350
39$0$2,332$8,612$10,642$2,030
40$0$3,031$8,226$10,941$2,715
41$0$3,732$7,837$11,240$3,403
42$0$4,437$7,447$11,542$4,095
43$0$5,145$7,054$11,844$4,790
44$0$5,856$6,658$12,148$5,490
45$0$6,570$6,261$12,453$6,193
46$0$7,288$5,860$12,760$6,899
47$0$8,009$5,458$13,068$7,610
48$0$8,733$5,053$13,377$8,324
49$0$9,460$4,646$13,688$9,043
50$0$10,191$4,236$14,001$9,765
51$0$10,925$3,823$14,314$10,491
52$0$11,663$3,409$14,629$11,221
53$0$12,403$2,991$14,946$11,955
54$0$13,148$2,572$15,264$12,692
55$0$13,895$2,149$15,583$13,434
56$0$14,646$1,725$15,904$14,180
57$0$15,400$1,297$16,227$14,929
58$0$16,158$867$16,550$15,683
59$0$16,919$435$16,876$16,441
60$0$17,684$0$17,203$17,203

What this result assumes

  • Both paths spend the same amount every month for all 60 months, and once the loan is gone the whole former payment is invested. That is what makes the two comparable at the same date.
  • The car is left out of both sides. It depreciates identically whichever way you pay for it, so it cancels out of the difference and would only make the chart larger.
  • Car loan interest is not deductible for personal use, so unlike a mortgage there is no tax relief lowering the bar.
  • The comparison is of expected values. Paying the loan down is certain; the market return is not, and nothing here prices that difference.

Methodology

Reviewed

The comparison

Both paths spend exactly the same amount of cash every month, and both are measured on the same date — the day the loan would have been cleared had you never overpaid. Comparing a shorter plan against a longer one is the most common way these calculators go wrong, because the plan that finishes sooner looks better simply for having stopped earlier.

Path A pays the scheduled amount plus your spare cash until the loan is gone, then invests the entire former payment for every month remaining to the horizon. Path B pays only the scheduled amount and invests the spare cash from month one.

The car itself appears on neither side. It depreciates on exactly the same schedule whichever way you pay for it, so it cancels out of the difference between the two paths; including it would enlarge both curves without moving the answer by a cent.

Why the bar is the loan rate, and when it is higher

Retiring a dollar of car loan earns you the loan’s rate, guaranteed, with no market risk and no tax. That is the return an investment has to beat, and unlike a mortgage there is no deduction to lower it: interest on a car used personally is not deductible, so the full rate stands.

What moves the bar is where you would invest instead. In a Roth or a tax-deferred account the bar is simply the loan rate — under a flat marginal rate the tax scales both sides equally and cancels, which the test suite asserts directly. In a taxable account, gains are taxed as they are earned, so the bar rises to rate ÷ (1 − t): a 7.2% loan in a 22% bracket needs 9.23%.

That figure is found by bisection between 0% and 20%, halved until the interval is narrower than one basis point, and cross-checked against the closed form above. Holding both is deliberate — the test asserts they agree, which checks the engine rather than restating it.

What the arithmetic cannot see

Risk. Paying the loan down is certain; a 9.23% expected return is not. A bar of 9.23% does not mean a 10% expected return is the better choice — it means it is the better bet, which is a different claim, and one that ignores the years it might not deliver.

Being underwater. A car loses value faster than a long loan amortises, so with a small deposit you can owe more than the car is worth for years. If the car is written off or you need to sell, you owe the gap in cash. Overpaying closes that window sooner, and no expected-value comparison captures the benefit.

Liquidity, which runs the other way. Money in a brokerage account can be reached next week; a dollar paid onto the loan cannot be got back without borrowing again on worse terms.

Assumptions

  • Both paths spend the same amount each month and are measured on the same date.
  • The loan rate, expected return and marginal tax rate are constant throughout.
  • Returns arrive smoothly. Volatility, sequence risk and fund fees are not modelled.
  • Car loan interest is treated as non-deductible, which is correct for personal use.
  • Taxable gains are taxed annually at your marginal rate, harsher than real long-term capital-gains treatment.
  • Tax-deferred balances are taxed in full at withdrawal; the up-front deduction is not modelled.
  • Extra payments reduce principal in the month they are made and shorten the term.
  • The car’s value, depreciation, insurance and running costs are excluded — they are identical on both paths.
  • No prepayment penalty applies. Most US car loans are simple-interest and have none, but some are not.

Sources

Common questions

Should I pay off my car loan early or invest the money?
Pay it off if the loan rate beats what you would earn after tax, and invest otherwise. In a taxable account the bar is your loan rate divided by one minus your tax rate, a 7.2% loan in a 22% bracket needs a 9.23% return to beat, which is above most long-run expectations. In a Roth or 401(k) the bar is just the loan rate itself.
Why is the bar higher than my loan rate?
Only in a taxable account, and only because the two returns are taxed differently. Not paying interest is not income, so nothing is taken from it; investment gains are income, so something is. A guaranteed untaxed 7.2% is worth more than a taxed 7.2%, and the gap is exactly the tax.
Does it matter that the car is depreciating?
Not for this comparison. The car loses value at the same rate whichever way you pay for it, so it cancels out of the difference between the two paths. It matters enormously for a different question, whether you are underwater, and overpaying closes that gap sooner, which is a real benefit this expected-value model does not price.
What if my car loan is at 0% or 2%?
Then investing almost certainly wins, and the calculator will say so. A subsidised or promotional rate sets a very low bar, and there is little reason to retire cheap debt early when the same money can compound. Note that a 0% offer is usually taken instead of a cash rebate, so its true cost is the rebate you gave up.
Should I pay off the car or a credit card first?
The credit card, almost always, its rate is typically three times the car loan’s, and the same logic applies with a much higher bar. If you hold several balances, the order you clear them in is worth working out first.
What about my employer’s retirement match?
Take it before either. A 50% match is a 50% guaranteed return on the day you contribute, which no car loan rate comes close to. The match against paying off debt works that out; this calculator assumes the match is already handled.
How does this differ from a mortgage payoff decision?
Two ways. Car loan interest is never deductible, so there is no tax relief lowering the bar as there can be on a mortgage. And the horizon is years rather than decades, which leaves far less room for a market return to average out.
All debt