Loan Comparison Calculator

Compare up to 4 loan offers side by side on APR, monthly payment, total interest, and total cost. Find the cheapest loan with this free comparison tool.

Loan A

$
%
mo
$

Loan B

$
%
mo
$

Comparison

OfferMonthly PaymentTotal InterestTotal CostEffective APR
Loan A $400.76$4,046.00$4,446.008.36%
Loan B โ˜…$488.26$3,436.00$3,436.008%
Best Deal
Loan B
Lowest total cost: $3,436.00
You Save
$1,010.00
vs most expensive offer
Planning notes, formulas, and examples

About the Loan Comparison Calculator

When shopping for a loan, you will often receive multiple offers with different combinations of interest rates, terms, and fees. A loan with a lower rate is not always the cheapest option โ€” origination fees, longer terms, and compounding differences can make a seemingly affordable loan cost significantly more over its lifetime. The only reliable way to compare offers is to calculate the total cost of each one.

This Loan Comparison Calculator lets you enter up to four loan offers side by side and see the monthly payment, total interest, total cost, and effective APR for each. By normalizing every offer to its true all-in cost, you can identify the cheapest loan regardless of how each lender structures their pricing.

Whether you are comparing personal loans, auto loans, home equity loans, or any other fixed-rate financing, this calculator gives you a clear, apples-to-apples comparison that cuts through confusing marketing claims and helps you save money.

When This Page Helps

Lenders structure their offers to look attractive โ€” low rates with high fees, or long terms with low payments that hide massive interest costs. Without a calculator that shows total cost, you are comparing apples to oranges. This calculator levels the playing field by computing the true cost of each offer, so you can make a confident decision based on data rather than on whichever lender has the best marketing.

How to Use the Inputs

  1. Enter the loan amount, interest rate, term (in months or years), and any origination fees for Loan A.
  2. Enter the same details for Loan B and optionally Loans C and D.
  3. The calculator computes monthly payment, total interest, and total cost for each loan.
  4. Compare the results in the side-by-side table.
  5. The loan with the lowest total cost is highlighted as the best deal.
  6. Adjust terms or amounts to run different scenarios.
Formula used
Monthly Payment = P ร— [r(1+r)^n] / [(1+r)^n โˆ’ 1], where P = principal, r = monthly rate, n = months. Total Interest = (Monthly Payment ร— n) โˆ’ Principal. Total Cost = Total Interest + Fees. Effective APR accounts for fees by solving for the rate that equates net proceeds to the payment stream.

Example Calculation

Result: Loan A: $401/mo, $4,046 total interest, $4,446 total cost | Loan B: $488/mo, $3,440 total interest, $3,440 total cost

Despite the higher rate, Loan B costs $1,006 less overall because the shorter 48-month term dramatically reduces interest. Loan A has a lower monthly payment but the longer term and origination fee make it the more expensive option. Total cost comparison reveals the true winner.

Tips & Best Practices

  • Always compare total cost, not just monthly payment โ€” a lower payment over a longer term usually costs more.
  • Include origination fees in the comparison; a "no-fee" loan at a slightly higher rate may still be cheaper overall.
  • If cash flow is tight, the lowest monthly payment may be the right choice even if total cost is higher.
  • Ask lenders if origination fees can be rolled into the loan or waived for existing customers.
  • Use the effective APR (which includes fees) as the single best number for comparing offers.
  • Compare at least 3 lender offers before committing to ensure you are getting a competitive deal.

Why Total Cost Is the Only Fair Comparison

Monthly payment comparisons are inherently misleading because they do not account for how long you will be making those payments. A $300/month payment for 60 months costs $18,000 total, while a $350/month payment for 36 months costs only $12,600. Total cost โ€” principal plus interest plus fees โ€” is the only metric that captures the complete picture.

Understanding Effective APR

Effective APR adjusts the stated interest rate to include mandatory fees, giving you a single number that represents the true annual cost of borrowing. Two loans with the same stated rate but different fee structures will have different effective APRs. By law, lenders must disclose APR, but it is always worth verifying with your own calculation.

The Term Length Trade-Off

Shorter loan terms have higher monthly payments but dramatically lower total interest. Longer terms ease monthly cash flow but compound interest over more months. The ideal term balances affordability (can you make the payment?) with efficiency (minimizing total interest). Most borrowers benefit from choosing the shortest term they can comfortably afford.

Pre-Qualification vs. Final Offer

Remember that pre-qualification rates are estimates based on a soft credit check. The final offer may differ after the lender completes a full underwriting review. Compare final offer documents, not pre-qualification estimates, for an accurate comparison.

Sources & Methodology

Last updated:

Methodology

This page calculates each offer's standard amortized monthly payment from amount, rate, and term, then adds any entered upfront fee to the lifetime interest cost to produce a total-cost comparison. It also estimates an effective APR by solving for the rate at which the scheduled payment stream has a present value equal to the net proceeds after fees, so fixed-payment offers with different fee loads can be compared on a common basis.

It is a side-by-side planning worksheet, not a legal disclosure replacement. Real APR and total-cost comparisons depend on exactly which charges are finance charges and on the actual final offer documents, so the page is most reliable when the user enters the fee structure from the lender's formal disclosures.

Sources

Frequently Asked Questions

  • The most reliable way is to compare the total cost of each loan, which includes all interest payments plus fees. Monthly payment comparisons are misleading because a lower payment often means a longer term and more total interest. The effective APR is also a good single-number comparison that accounts for fees.