Buying tool

Car loan quote comparison

Put two dealer quotes side by side — the classic matchup is a discounted price with a paid APR versus sticker price with 0% financing. Enter price, down payment, term, rate and fees to see the monthly payment, interest and final out-the-door total.

Presets

Shared terms
Quote A: discounted price + APR
Quote B: sticker price + 0%

Cheaper quote saves

$1,876

Quote B costs less overall

Total cost: quote A $40,871, quote B $38,995 — a $1,876 gap.

Quote AQuote B
Selling price$36,000$38,500
Amount financed$28,000$30,500
Monthly payment$548$508
Total interest$4,871$0
Fees$0$495
Cost of credit$4,871$495
Rough annualized cost3.5%0.3%
Total cost$40,871$38,995

How it is calculated

Payments use the standard amortization formula: payment = principal × monthly rate ÷ (1 − (1 + monthly rate)^−months); at 0% the payment is principal ÷ months. Total cost = price + interest + fees — the down payment is identical across quotes and cancels out.

Rough annualized cost = (interest + fees) ÷ amount financed ÷ years. It exists only to compare the two quotes' financing burden — it is not a regulatory APR figure.

If a salesperson quotes a 'rate' on a flat or simple-interest basis (interest charged on the original principal for the whole term), the real APR is roughly 1.8× that number — convert before entering.

How to fill each field

FAQ

Is 0% APR financing actually a good deal?

Run the totals. 0% offers usually mean sticker price plus a finance fee, while a cash rebate plus a normal loan can cost less overall. The fee on a 0% loan works out to roughly fee ÷ amount financed ÷ years per year — if that tops the paid-APR quote's rate, the discount wins.

Where do loan fees belong in the math?

In total cost, not the rate. The 'cost of credit' row here is interest + fees, so both quotes are compared on the same basis.

Is a 'rate' the same thing as APR?

Not always. A flat rate charges interest on the original principal for the whole term, while amortized APR charges on the remaining balance. A 3% flat rate over 36 months works out to roughly a 5.4–5.7% real APR — about 1.8×.

Does a lower monthly payment mean a cheaper loan?

Not necessarily. Stretching the term drops the payment but raises total interest — always check the total-cost row, not just the monthly figure.