$20,000 at 6% for 5 years
With no fee or extra payment, a $20,000 loan at 6% over 60 months has a required payment of approximately $386.66. The schedule totals approximately $3,199.36 interest and $23,199.36 in loan payments.
Calculate fixed-rate monthly loan payments, fees, extra-payment savings, and a complete payoff schedule.
A fixed installment payment spreads the financed principal and monthly interest across the selected term. Early payments generally contain more interest because interest is calculated on a larger outstanding balance; the principal share grows as the balance falls.
CalcRocket retains full precision internally and rounds currency for display, so lender schedules that round every monthly entry may differ slightly.
Payment = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)Payment = principal ÷ number of paymentsThe fee is counted once whether paid upfront or financed. Total amount paid adds an upfront fee to loan payments; a financed fee is already in the repayment balance.
Total interest = sum of schedule interest; borrowing cost = total interest + origination feeWith no fee or extra payment, a $20,000 loan at 6% over 60 months has a required payment of approximately $386.66. The schedule totals approximately $3,199.36 interest and $23,199.36 in loan payments.
For the same loan, a $500 upfront fee leaves $19,500 in effective proceeds but does not change the $20,000 financed balance or $386.66 required payment. Without extra payments, total amount paid is approximately $23,699.36, including the fee. An optional $100 extra monthly payment is applied after the required payment to principal; the schedule, rather than the original 60-month term, determines the resulting interest and payoff date.
The required payment is applied first; the extra amount then reduces principal and can shorten payoff time and reduce interest.
An upfront fee reduces net proceeds. A financed fee increases principal, so interest accrues on it. Neither treatment is presented as regulatory APR.
For a fixed-rate loan, the standard amortization formula uses the financed principal, monthly interest rate, and number of monthly payments. Zero-interest loans divide principal by the payment count.
It is a payment-by-payment breakdown showing how each payment covers interest and principal and how the remaining balance changes.
Total interest is the sum of interest in the generated schedule. It depends on financed balance, rate, term, and extra payments.
Extra payments are applied to principal after the required payment, which can reduce future interest and shorten payoff time.
That depends on lender rules, prepayment penalties, other debts, cash needs, and personal goals. Review your loan agreement and consider qualified advice.
An origination fee is a lender charge. If paid upfront it reduces the effective amount received; if financed it increases the balance and accrues interest.
The interest rate determines monthly interest. APR is a regulated broader cost measure. This calculator displays fees and borrowing costs but does not claim to calculate regulatory APR.
The schedule limits the final payment to the remaining principal plus accrued interest, so it may be smaller than a normal payment.
Yes, when the loan has a fixed rate, fixed term, and monthly payments. Taxes, dealer fees, and lender-specific rules must be entered or evaluated separately.
No. This initial calculator supports fixed annual rates with monthly compounding only.