FINANCE CALCULATOR

Loan Comparison Calculator

Compare loan offers side-by-side. See monthly payment, total interest, fees, and total cost to choose the best loan

Calculator

Select which metric to use for determining the best loan

How often payments are made

How to Calculate

  • 1Select comparison metric - choose whether to find the loan with lowest monthly payment, lowest total interest, or lowest total cost
  • 2Select payment frequency - choose monthly or bi-weekly payments
  • 3Enter Loan A details - loan name, amount, APR, term, optional fees, and optional extra monthly payment
  • 4Enter Loan B details - same information for the second loan
  • 5Optionally add more loans (Loan C, D, E) if comparing more than 2 loans
  • 6Click "Calculate" to see the comparison results
  • 7Review the comparison table - shows monthly payment, total interest, total cost, and term for each loan
  • 8Check the winner banner - highlights which loan is best by your selected metric
  • 9Compare the metrics - understand that lowest monthly payment doesn't always mean lowest total cost
  • 10Consider fees - fees are included in total cost, which can change which loan is best
  • 11Review extra payment impact - if you entered extra payments, see how they affect payoff time and interest saved

Calculation Examples

Example 1: Same Amount, Different APR

Calculation Steps

  1. Loan A: $20,000, 7% APR, 5 years
  2. Loan B: $20,000, 9% APR, 5 years
  3. Comparison metric: Lowest Total Interest
  4. Loan A monthly payment: $396.36
  5. Loan B monthly payment: $415.17
  6. Loan A total interest: $3,781.60
  7. Loan B total interest: $4,910.20
  8. Winner: Loan A (lower APR = less interest)

Result

Comparing two $20,000 loans with different APRs (7% vs 9%) over 5 years shows that Loan A with 7% APR has a lower monthly payment ($396.36 vs $415.17) and significantly less total interest ($3,781.60 vs $4,910.20). The 2% APR difference saves over $1,100 in interest, demonstrating why APR matters more than loan amount when comparing loans.

Example 2: Same APR, Different Terms

Calculation Steps

  1. Loan A: $20,000, 8% APR, 3 years
  2. Loan B: $20,000, 8% APR, 5 years
  3. Comparison metric: Lowest Total Interest
  4. Loan A monthly payment: $626.73
  5. Loan B monthly payment: $405.53
  6. Loan A total interest: $2,562.28
  7. Loan B total interest: $4,331.80
  8. Winner: Loan A (shorter term = less interest)

Result

Comparing two $20,000 loans at 8% APR with different terms (3 years vs 5 years) shows the trade-off: Loan A has a higher monthly payment ($626.73 vs $405.53) but significantly less total interest ($2,562.28 vs $4,331.80). The shorter term saves nearly $1,800 in interest, demonstrating that longer terms reduce monthly payments but increase total cost.

Example 3: Fees vs Lower APR

Calculation Steps

  1. Loan A: $25,000, 6.5% APR, 5 years, $500 fee
  2. Loan B: $25,000, 6.9% APR, 5 years, $0 fee
  3. Comparison metric: Lowest Total Cost
  4. Loan A monthly payment: $489.40
  5. Loan B monthly payment: $494.27
  6. Loan A total interest: $4,364.00
  7. Loan B total interest: $4,656.20
  8. Loan A total cost: $29,364.00
  9. Loan B total cost: $29,656.20
  10. Winner: Loan A (lower APR + fee still cheaper overall)

Result

Comparing loans with fees vs higher APR shows that Loan A with 6.5% APR and a $500 fee has a lower total cost ($29,364 vs $29,656) than Loan B with 6.9% APR and no fee. Even with the fee, the lower APR saves money overall. This demonstrates why it's important to compare total cost, not just APR or fees individually.

Frequently Asked Questions

Find answers to common questions about using this calculator. If you have additional questions, feel free to explore the examples above or contact our support team.

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