Free to Use

Loan Comparison Calculator

Compare two loans side by side to find the better deal. Analyze monthly payments, total interest paid, and total cost including origination fees โ€” all in one place. Make an informed decision with a clear recommendation.

๐Ÿฆ Loan A

๐Ÿฆ Loan B

Example Scenarios

Example 1: Different Interest Rates, Same Amount

Scenario: You're borrowing $25,000 for a car. Bank A offers 5.5% APR for 5 years with a 1% origination fee. Credit Union B offers 6.0% APR for 4 years with no origination fee.

MetricLoan A (5.5%, 5yr, 1% fee)Loan B (6.0%, 4yr, 0% fee)
Monthly Payment$477.24$587.13
Total Interest$3,634.47$3,182.29
Total Cost$28,884.47$28,182.29
ObservationLower monthly paymentLower total cost ($702 less)

Key takeaway: Loan B costs less overall despite the higher rate because of the shorter term and no origination fee. But Loan A has lower monthly payments if that fits your budget better.

Example 2: Same Payment but Different Total Interest

Scenario: Two lenders offer $30,000 with different combinations. Loan A: 4.0% for 6 years, 0% fee. Loan B: 3.5% for 7 years, 0.5% fee.

MetricLoan A (4.0%, 6yr)Loan B (3.5%, 7yr, 0.5% fee)
Monthly Payment$469.69$392.22
Total Interest$3,817.71$2,946.77
Total Cost$33,817.71$33,096.77

Key takeaway: Loan B saves $720.94 despite the longer term, thanks to the lower rate. Always compare total cost, not just monthly payments.

Example 3: Different Loan Amounts

Scenario: Loan A is $20,000 at 7% for 3 years, 2% fee. Loan B is $25,000 at 6% for 4 years, 1% fee. Which is the better deal considering the different amounts?

MetricLoan A ($20k, 7%, 3yr, 2% fee)Loan B ($25k, 6%, 4yr, 1% fee)
Monthly Payment$617.54$587.13
Total Interest$2,231.35$3,182.29
Total Cost$22,631.35$28,432.29

Key takeaway: Loan A costs less overall because you're borrowing less and paying it off faster. But Loan B offers lower monthly payments and lets you borrow more โ€” choose based on your actual needs.

Example 4: Short Term vs Long Term (1 Year vs 30 Years)

Scenario: You need $10,000. Loan A charges 8% for 1 year. Loan B charges 6% for 30 years.

MetricLoan A ($10k, 8%, 1yr)Loan B ($10k, 6%, 30yr)
Monthly Payment$869.88$59.96
Total Interest$438.62$11,585.36
Total Cost$10,438.62$21,585.36

Key takeaway: Loan A costs far less overall, but the monthly payment is 14x higher. Loan B's low monthly payment comes at a staggering interest cost. This stark example shows why longer terms should be used cautiously.

Loan Comparison Formula & Guide

Standard Amortization Formula

M = P ร— [r(1 + r)^n] / [(1 + r)^n - 1]
M
Monthly payment amount
P
Principal loan amount
r
Monthly interest rate (annual rate รท 12)
n
Total number of payments (years ร— 12)

Additional Formulas

Total Interest = (M ร— n) - P

Total interest is the sum of all interest payments over the life of the loan. This is the cost of borrowing.

Total Cost = Total Interest + Origination Fee

The true cost of the loan, including both the interest paid and any one-time origination fees charged by the lender.

Fixed-Rate Loan Key Principles

  • Monthly payment stays the same โ€” With a fixed-rate loan, your monthly payment never changes for the life of the loan.
  • Early payments are interest-heavy โ€” In the early years, most of your payment goes toward interest rather than principal.
  • Shorter term = higher payment, less interest โ€” Paying off a loan faster increases monthly payments but dramatically reduces total interest.
  • Origination fees matter โ€” A seemingly small fee (1-2%) can add hundreds or thousands to your total cost.

Special Cases

  • 0% Interest Rate: When the interest rate is 0%, the monthly payment is simply P รท n, and total interest is $0. The total cost is just the principal plus any origination fees.
  • Different Loan Amounts: The calculator handles different loan amounts for Loan A and Loan B. Compare the total cost and interest-to-principal ratio to decide.
  • Same Monthly Payment, Different Total Interest: This can happen with different term/rate combinations. Always look at total cost, not just the monthly payment.
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โœจ Key Features

๐Ÿ”„
Side-by-Side Comparison
View Loan A and Loan B results next to each other for easy comparison of monthly payments, total interest, and total cost.
๐Ÿ’ก
Clear Recommendation
Get an automatic recommendation showing which loan saves you money and by how much, with monthly and total interest savings.
๐Ÿ“Š
Full Cost Analysis
Includes origination fees in the total cost calculation so you see the true price of each loan option.
๐Ÿ“…
Payoff Date
Know exactly when each loan will be paid off so you can plan your financial future with confidence.

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When to Compare Loans

Comparing loan offers is one of the most important steps in the borrowing process. Lenders often provide different rates, terms, and fee structures โ€” and without a side-by-side comparison, it's easy to choose a loan that seems cheaper but actually costs more in the long run.

You should compare loans when:

The golden rule: compare total cost, not monthly payments. A lower monthly payment often means a longer term, which means more total interest paid over the life of the loan.

APR vs Interest Rate: What's the Difference?

Interest Rate is the percentage the lender charges on the principal โ€” the cost of borrowing the money. APR (Annual Percentage Rate) includes the interest rate plus other costs like origination fees, discount points, and certain closing costs. APR is always equal to or higher than the interest rate.

This calculator lets you enter the interest rate and origination fee separately, which closely approximates the APR approach. When comparing loans, always look at APR when available, but our total cost calculation serves a similar purpose.

Rule of thumb: For the same interest rate, the loan with lower fees is better. For the same fees, the loan with the lower interest rate is better. When both differ, our side-by-side comparison gives you the answer.

How to Get Better Loan Rates

Your loan terms aren't set in stone โ€” there are actionable steps you can take to improve the offers you receive:

Frequently Asked Questions (FAQ)

How does the Loan Comparison Calculator work?
The calculator uses the standard amortization formula (M = P ร— [r(1+r)^n] / [(1+r)^n - 1]) to compute monthly payments for both Loan A and Loan B. It then calculates total interest paid over the full term and adds any origination fees to arrive at the total cost. Finally, it compares the total cost of both loans and provides a clear recommendation with the exact savings.
What's the difference between interest rate and APR?
The interest rate is the cost of borrowing the principal, expressed as a percentage. APR (Annual Percentage Rate) includes the interest rate plus other costs such as origination fees, points, and certain closing costs. Since this calculator accounts for origination fees separately, you can effectively compare the APR-like total cost of two loans even if you only know their interest rates.
Should I choose the loan with the lower monthly payment?
Not necessarily. A lower monthly payment often means a longer loan term, which results in more total interest paid over the life of the loan. Always compare both the monthly payment AND the total cost. The calculator shows both, so you can make a balanced decision based on your monthly budget and long-term financial goals.
How do origination fees affect my loan comparison?
Origination fees are one-time upfront charges (typically 1-10% of the loan amount) that cover the lender's processing costs. They're deducted from your loan disbursement, but you pay interest on the full loan amount. For example, a $20,000 loan with a 2% fee means you receive $19,600 but pay interest on $20,000. This calculator includes origination fees in the total cost calculation so you can accurately compare loans with different fee structures.
Can I compare loans with different amounts?
Yes! The calculator supports different loan amounts for Loan A and Loan B. This is useful when you're deciding between borrowing different amounts (e.g., a $15,000 personal loan vs. a $20,000 personal loan from another lender). The comparison focuses on total cost, so you can see which option costs less in absolute terms.
What happens if one loan has 0% interest?
When the interest rate is 0%, the monthly payment is simply the loan amount divided by the number of months, and total interest is $0. The total cost is just the principal plus any origination fees. The comparison still works perfectly โ€” just enter 0% for the interest rate, and the calculator will handle it correctly. A 0% loan is almost always the better option, assuming the fees are reasonable.

โš ๏ธ Disclaimer: This Loan Comparison Calculator is designed for estimation and educational purposes only. While we strive for accuracy, actual loan terms, payments, interest rates, and costs may vary based on lender policies, your creditworthiness, and specific loan products. Origination fees may be calculated differently by different lenders. For important financial decisions, always consult with qualified financial professionals and review the official loan documents from your lender.