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Loan Comparison Calculator

Weigh up to three loan offers against each other. Enter a rate, term, optional origination fees and an optional down payment for each option to see every monthly payment, the total interest, the true cost including fees, and which loan is cheapest over its life.

Your details

The price or amount borrowed. Every option is compared on this same starting figure.
Cash paid upfront. The amount actually financed is the loan amount minus this. Applies to every option.
%
years
Upfront origination fees, points or closing costs charged on this loan. Added to its true cost.
%
years
Upfront origination fees, points or closing costs charged on this loan. Added to its true cost.
Currency
Lowest total costLoan A costs least
Loan A costs least
Loan A, monthly payment$500.95
Loan B, monthly payment$365.21
Loan A, total interest$5,057
Loan B, total interest$5,678
Loan A, true cost (interest + fees)$5,057
Loan B, true cost (interest + fees)$5,678
Saved vs the priciest option$621
Loan A true cost$5,057
Loan B true cost$5,678
Loan C true cost-
$0.0$13k$25k047
Years
  • Loan A balance
  • Loan B balance

Loan A costs least

  • True cost including fees: Loan A 5,057 and Loan B 5,678.
  • Loan B has the smallest monthly payment, while Loan A is cheapest overall once interest and fees are counted.
  • A longer term lowers the monthly payment but stretches out interest, so the easiest payment is not always the cheapest loan.

Next stepChoosing the cheapest option saves about 621 versus the priciest one here. Confirm each quote includes all fees before deciding.

Remaining balance by year

YearLoan A balanceLoan B balance
120,71822,037
216,10418,891
311,13215,551
45,77412,005
508,240
604,243
700

Amounts are in the currency selected above. Each loan reaches zero at the end of its own term.

Formula

M=Pr(1+r)n(1+r)n1,true cost=(MnP)+feesM = P\cdot\dfrac{r(1+r)^{n}}{(1+r)^{n}-1},\quad \text{true cost} = (M\cdot n - P) + \text{fees}

Worked example

$25,000 with no down payment at 7.5% for 5 years (60 months): r = 0.075/12 = 0.00625, M ≈ $500.95, interest ≈ $5,057. At 6.0% for 7 years (84 months): M ≈ $365.21, interest ≈ $5,678. Add a $300 fee to Loan B and its true cost is $5,978, so Loan A wins by about $921 even though its rate is higher.

Why monthly payment and total cost disagree

Two loans can each look like the better deal depending on which number you watch. Spreading the same amount over a longer term shrinks the monthly payment, which feels affordable, but every extra month is another month of interest accruing on the balance. A loan with a slightly higher rate but a shorter term often costs far less in total, even though its monthly payment is larger. This calculator shows the payment, the total interest and the true cost for each option, so the trade-off is explicit rather than hidden behind one headline number.

True cost: folding in fees and a down payment

A headline interest rate rarely tells the whole story. Lenders often charge origination fees, discount points or closing costs upfront, and those charges can flip which loan is genuinely cheaper. Enter each loan's fees and the calculator adds them to its interest to produce a true cost, the figure that decides the winner. You can also enter a down payment, which is subtracted from the loan amount so only the financed balance is amortized. Comparing every option on the same amount and the same down payment isolates exactly what each rate, term and fee structure costs you.

How each loan is amortized

Each option is priced with standard amortization: a fixed monthly payment is calculated so the balance reaches zero after the final installment. Early payments are mostly interest because the balance is large; later payments are mostly principal. Total interest is the sum of every payment minus the amount financed, and the balance chart and yearly schedule below show how fast each loan is paid down. Add a third loan to compare three offers at once when you have several quotes on the table.

Compare APR, not just the rate

When a lender quotes an APR rather than a nominal rate, that APR already folds in many fees, so entering the APR with zero extra fees gives a fair comparison. If you only have the nominal interest rate and a separate fee figure, enter both and let the true cost line them up. A loan advertising a lower interest rate can still carry a higher effective APR once charges are added. These results are estimates for planning; verify the exact figures, any prepayment penalties and the official APR in each lender's disclosure before committing.

How term, rate and fees move your costs

ChoiceEffect on monthly paymentEffect on total cost
Longer termLowerHigher
Shorter termHigherLower
Lower rateLowerLower
Higher rateHigherHigher
Higher upfront feesNo changeHigher
Larger down paymentLowerLower

Same financed amount, illustrating the payment-versus-cost trade-off.

Frequently asked questions

Should I choose the lower payment or the lower total cost?

If you can comfortably afford the higher monthly payment, the loan with the lower true cost usually saves the most money. Choose the lower payment only if cash flow is tight and the extra interest is a price worth paying for breathing room.

Why does the loan with the higher rate sometimes cost less?

Usually because its term is shorter. Interest accrues over time, so a loan repaid in 5 years can pay less total interest than one at a lower rate stretched over 7 years. Term length, rate and fees together determine the true cost, which is the figure this calculator uses to pick the winner.

How do fees and points change the comparison?

Enter each loan's origination fees, discount points or closing costs in its fee box. The calculator adds them to that loan's interest to produce a true cost, so a loan with a tempting low rate but heavy upfront charges no longer looks artificially cheap.

Can I compare three loans at once?

Yes. Turn on the "Add a third loan" toggle to enter a rate, term and fees for Loan C. All three options are then ranked by true cost, and the chart and yearly schedule include the third balance line.

Does the down payment affect the comparison?

A down payment is subtracted from the loan amount, so only the financed balance is amortized. Because the same down payment applies to every option, it lowers all payments equally and does not change which loan ranks cheapest, but it does give you a realistic payment figure.

Sources

Written by Sarah Klein, CFP Certified Financial Planner · Chicago, USA

Fifteen years translating mortgage tables and amortization schedules into decisions that actually help real borrowers.

How we build & check our calculators

This tool provides general information and education, not professional advice. For decisions about your health or finances, consult a qualified professional.

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