Car Loan vs Cash Calculator
Compare financing a car vs paying cash including opportunity cost
Compare car loan versus cash purchase including the investment opportunity cost on the cash you'd otherwise tie up in the vehicle.
What this tool does
This calculator models the trade-off between financing a car and paying the full amount up front. It takes the car price, deposit, finance rate, term in months, and the annual return the cash could earn if invested instead. It computes the monthly payment by standard amortisation, totals the payments and the deposit for the finance route, and charges the cash route with the growth the car price would have produced over the same term at the opportunity rate. The loaded figures of a 35,000 car with a 5,000 deposit at 6% over 60 months give a payment of 579.98 and a finance total of 39,799.04, against a cash total of 49,616.88 once 14,616.88 of forgone growth is added. The opportunity rate is by far the most influential input: at zero it reverses the answer to cash ahead by 4,799.04, which is the loan interest alone. The comparison charges opportunity cost only on the cash side, so it leans toward the finance route, and it excludes insurance, maintenance, depreciation, licensing and tax treatment, which vary by location.
Quick answer: with the default values, the result is $9,817.84 (Loan + Investing Saves). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
The real question buried in "should I finance the car"
The headline comparison sounds simple: interest paid on the loan against interest earned if the cash stays invested. What sits underneath it is opportunity cost, the tax treatment of whatever the cash goes into, and whether the cash actually gets invested at all rather than spent. This calculator frames the decision by charging the cash purchase for the return that money could have earned over the loan term, then setting that total against what the finance route costs in payments.
The two rates that decide everything
Two numbers drive the result: the all-in rate on the finance, including any arrangement fee folded into it, and the after-tax return realistically expected on the cash instead. Where the finance rate sits clearly above the expected return, paying cash costs less in expected-value terms. Where the expected return sits clearly above the finance rate, the finance route costs less. The gap has to be wide enough to cover the risk that the return does not arrive, because the payments will.
The loaded figures show both sides. A 35,000 car with a 5,000 deposit financed at 6% over 60 months carries an amortised monthly payment of 579.98 and a total outlay of 39,799.04, of which 4,799.04 is interest. Set the investment opportunity rate to zero and the tool reports exactly that: cash purchase saves 4,799.04, which is the interest and nothing else. Restore the 7% opportunity rate and the cash purchase is charged 14,616.88 of forgone growth on the price, taking its total to 49,616.88, at which point the tool reports the finance route ahead by 9,817.84. Almost all of the swing is the opportunity charge rather than the interest.
Context that changes the answer
Tax-sheltered capacity is the first. Where paying cash means skipping a contribution to a tax-advantaged retirement or investment account that cannot be carried forward, the opportunity cost is not just the return but the shelter given up permanently. The reverse also holds: where the cash would sit in an ordinary taxable account, the after-tax return is what belongs in the opportunity rate, and it can be several points below the headline figure.
Finance structure is the second, and the label matters less than the shape. Some products finance only the depreciation over the term and leave a large balloon or residual payment at the end, which makes the monthly figure look low while deferring a substantial sum. Others amortise the whole balance so the vehicle is owned outright at the end. An unsecured personal loan is a third shape, often at a different rate because the lender has no claim on the car. This calculator models the fully amortising case, so a balloon structure needs the final payment handled separately.
Incentives are the third. Subsidised manufacturer rates, including zero-percent offers, are difficult to beat with any cash-and-invest strategy, because the finance side carries no interest at all. The mirror image is a cash discount or rebate that disappears if the finance is taken, which effectively raises the finance rate by the value of the forgone discount. Comparing the two requires putting the discount into the price rather than leaving it outside the calculation.
The behavioural trap
The theoretical case for financing and investing the difference depends entirely on the difference actually being invested. Cash left in a current account is available for other uses in a way that a monthly loan payment is not, and the gap between intention and behaviour is where the argument most often fails in practice.
The reverse position is equally real. Where there is a consistent record of contributing to investment and pension accounts, financing at a reasonable rate while keeping the cash invested compounds over a longer horizon than the loan term itself, and the difference over ten to twenty years can be substantial.
Risk asymmetry that rarely gets discussed
Loan payments are fixed and unavoidable. Investment returns are variable and can be negative. Financing the car and investing the cash means the loan is still owed in every scenario, including the one where the investments fall sharply in the second year. Paying cash closes the question regardless of what markets do afterwards.
That asymmetry weighs most where income is uncertain. For someone self-employed, in a cyclical industry, or early in a career, a fixed monthly commitment is a genuine constraint on flexibility. Where income is stable and an emergency fund already exists, the flexibility advantage of paying cash is smaller and the expected-value comparison carries more of the weight.
What this tool does not account for
The calculator compares interest cost against investment opportunity cost and nothing else. It excludes depreciation, which is the same whichever way the car is paid for, along with insurance, licensing, fuel and servicing. It models a fully amortising loan, so a balloon or residual payment at the end of the term is not represented. One modelling asymmetry is worth stating plainly: the opportunity charge is applied to the whole car price and the finance side receives no investment credit at all, so the comparison leans toward the finance route. At the defaults that treatment charges 2,088.13 of forgone growth on the 5,000 deposit, which is paid up front under both options, and the tool reports the finance route ahead even when the loan rate and the opportunity rate are identical.
A practical rule
The arithmetic reduces to the gap between two rates, and how much of a gap is enough depends on how reliable the higher one is. A finance rate well below the expected return leaves room for the return to disappoint and still come out level; a gap of a few tenths of a point leaves none. The tool makes that testable directly: lowering the opportunity rate from 7% to 3% takes the finance advantage at the defaults from 9,817.84 down to 857.54, and setting it to zero flips the answer to cash by 4,799.04. Running the same inputs at a return several points below the expected one shows how much of the case survives a disappointing outcome.
Against a $35,000 car with a $5,000 deposit financed at 6% over 60 months, and cash valued at a 7% opportunity rate, the two routes differ by $9,817.84, shown with each total, the monthly payment and the opportunity charge behind the comparison.
Inputs
| Cash Purchase Total | $49,616.88 |
|---|---|
| Loan Total Paid | $39,799.04 |
| Loan Monthly Payment | $579.98 |
| Cash Opportunity Cost | $14,616.88 |
This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
The monthly payment is derived by standard amortisation from the amount borrowed, the monthly rate and the term. The finance total is that payment multiplied by the number of months, plus the deposit paid up front. The cash total is the full car price plus an opportunity charge, calculated as the growth that price would have produced over the same number of months at the opportunity rate compounded monthly. The reported figure is the difference between the two totals, labelled according to which is lower. Two aspects of this treatment are worth stating. The opportunity charge is applied to the whole car price rather than to the price net of the deposit, although the deposit is paid up front under the finance route as well, which at the loaded values overstates the cash penalty by 2,088.13. And the finance route receives no investment credit on the cash it frees, so the comparison is not symmetric and reports the finance route ahead even where the loan rate and the opportunity rate are equal. The model assumes a fully amortising loan with no balloon or residual payment, a constant opportunity rate compounded monthly, and no tax on either side, and it excludes depreciation, insurance, licensing, fuel and servicing. Results are estimates for illustration purposes only.
Frequently Asked Questions
What opportunity rate to use?
Is 0% finance always cheapest?
Does this account for tax?
What if I would not invest the cash anyway?
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