Tool · Refinancing

Does refinancing help?

A lower payment is not the same as a cheaper loan. Enter what you owe today and the new offer. See the cost of each path from today forward, how far the payoff date moves, when you break even, and what happens if you refinance but keep paying what you pay now.

Reviewed 5 September 2026 · Method: refinancing break-even · Example values are fictional

Your current loan

$
The payoff amount from your latest statement or payoff letter.
% / yr
$
Principal and interest only. We work out how many months are left from this.
$

The new offer

Result

Refinancing saves about $2,337.06 over the life of the loan. It lowers your payment by $140.53 and adds 12 months to your payoff. If you keep paying your current $507.87 on the new loan, it is paid off in 41 months and saves $3,959.32.

Keep current loan18% · $507.87 a monthRefinance10% · 60 mo · no feeRefinance, keep your paymentLowest cost10% · $507.87 a month
Amount financed$17,289.14$17,289.14$17,289.14
Fees and penalty$0.00$0.00$0.00
Interest rate18%10%10%
Estimated APR10.00%10.00%
Monthly payment$507.87$367.34$507.87
Months to payoff486041
Payoff dateas scheduled12 months later7 months sooner
Total of remaining payments$24,377.65$22,040.59$20,418.33
Total interest from today$7,088.51$4,751.45$3,129.19
Break-evenfrom day onefrom day one
Total cost from today$7,088.51$4,751.45$3,129.19

Cost from today, month by month

$7,088$060 monthsKeep current loan: $7,088.51 over 48 monthsRefinance: $4,751.45 over 60 monthsRefinance, keep your payment: $3,129.19 over 41 months
Keep current loanRefinanceRefinance, keep your payment
Show the math
Keep current loan
  Balance today        = $17,289.14
  Monthly rate r       = 18% ÷ 12 = 1.5%
  Month 1 interest     = $17,289.14 × r = $259.34; principal = $507.87 − interest = $248.53
  Paying $507.87 a month clears the balance in 48 months (last payment $507.76)
  Total of payments    = $24,377.65;  interest = $7,088.51;  cost from today = $7,088.51

Refinance: 10% for 60 months
  Payoff needed        = balance $17,289.14 + penalty $0.00 = $17,289.14
  Amount financed      = $17,289.14 (no fee)
  Monthly rate r       = 10% ÷ 12 = 0.833333%
  Payment              = amount × r × (1+r)^n ÷ ((1+r)^n − 1) = $17,289.14 × 0.00833333 × 1.645309 ÷ 0.645309 = $367.34
  Total of payments    = 367.3431 × 60 = $22,040.59
  Cost from today      = $22,040.59 − $17,289.14 = $4,751.45  (interest $4,751.45 + fees and penalty $0.00)
  Estimated APR        = the annual rate at which 60 payments of $367.34 are worth $17,289.14 today = 10.00%
  Difference           = $4,751.45 − $7,088.51 = −$2,337.06
  Break-even           = first month where cost so far under the new loan is at or below the old loan and stays there: from day one

Refinance, keep paying $507.87
  Same $17,289.14 at 10%, paid at $507.87 a month, clears in 41 months
  Total of payments    = $20,418.33;  cost from today = $3,129.19;  versus keeping the old loan: −$3,959.32

Cost so far after m payments = payments made + balance still owed − balance today. Fees on the old loan were paid long ago and are ignored on both sides.
Questions to ask your lenders
  1. Current lender: what is my exact payoff amount as of today, how much interest accrues per day, and is there any prepayment penalty? I used $17,289.14 and no penalty.
  2. New lender: what APR is on the Truth in Lending disclosure, and does it include every fee? I estimate about 10.00%.
  3. New lender: can I get the same 10% rate on a 48-month term, so my payoff date does not move?
  4. New lender: is this loan simple interest with no prepayment penalty, so that paying $507.87 a month instead of $367.34 goes straight to principal?
  5. New lender: does the rate depend on autopay or on opening an account, and what happens if I cancel?
Assumptions and limits
  • Your balance today is the payoff amount. Accrued interest between statements, late fees and escrow are not included unless you add them to the balance.
  • Both loans charge simple interest monthly on the remaining balance, with every payment on time and in full.
  • Fees you already paid on your current loan are sunk and ignored on both sides. Only future money counts.
  • Estimated APR comes from a regular-period cash-flow calculation on the terms you entered. The lender's disclosure is the authoritative figure.
  • This is an offer you typed in. We do not know whether any lender would approve you for it, and we do not recommend one.

Related

Weighing more than one new offer? Compare them on the same cash in hand. Not sure how far along your loan is? See where your payments went. Several debts? Consolidate or pay faster.