$15k @22% paying $450 → new 12% loan, 5 years, 3% fee
- Current payoff ≈ 52 months; interest ≈ $8,394
- New payment ≈ $344; total interest ≈ $5,171 (fee financed)
- Interest saved ≈ $3,224; payment drops ≈ $106; months saved: –8 (longer term)
finance calculator
Compare paying your current high-interest debts vs rolling them into a new consolidation loan with an origination fee.
We simulate paying your current balance at the blended APR with your current monthly payment to get payoff months and total interest.
For the consolidation loan, we add the origination fee to the balance, calculate the amortized payment using the new APR/term, and total interest over that term.
We compare payment change, interest saved, and months saved between the current path and the new loan.
Current path: iterate monthly with interest = Balance × (APR/12) and payment = current payment until payoff.
New loan: Payment = P × r / (1 − (1+r)^{−n}) on (Debt + Fee), where r = APR/12, n = term months.
Savings = Interest(current) − Interest(new); Months saved = Months(current) − Term months.This debt consolidation calculator compares your current high-interest payments to a new fixed-rate consolidation loan, including origination fees, to show payment change, payoff time, and interest saved.
Use it to decide if rolling balances into one loan is worth it or if you should stick with your current payoff plan.
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