Plan tuition debt with clear principal estimates. Compare payments, fees, terms, and grace scenarios easily. Make informed borrowing choices with transparent loan math today.
This page keeps a simple single-column flow, while the input area uses a responsive grid with three columns on large screens, two on medium screens, and one on mobile.
This worked example shows how the calculator interprets a typical repayment scenario.
| Desired Payment | Annual Rate | Term | Grace | Origination Fee | Estimated Original Principal | Capitalized Principal | Net Amount Received |
|---|---|---|---|---|---|---|---|
| $350.00 monthly | 5.80% | 10 years | 6 months, accrues | 1.057% | $30,905.58 | $31,812.74 | $30,578.91 |
Capitalized Principal = Payment × [1 − (1 + r)−n] ÷ r
r = periodic interest rate, and n = number of payments. When the rate is zero, principal equals payment × n.
Original Principal = Capitalized Principal ÷ (1 + g/12)m
g = annual rate as a decimal, and m = grace months. This applies only when grace interest accrues and capitalizes.
Net Disbursed = Original Principal × (1 − fee rate)
This shows how much the borrower effectively receives after the origination fee is withheld.
Total Repaid = Combined Payment × n
Overall Interest = Total Repaid − Original Principal
Combined payment includes the scheduled payment plus any extra payment entered.
It estimates how much student loan principal your target payment can support. It also shows how fees, grace capitalization, and extra payments change the final borrowing amount.
Many student loans deduct origination fees from the disbursement. The original principal is the borrowed amount, while the net amount received is what remains after the fee is withheld.
If interest accrues during grace, the repayment balance becomes larger than the original principal. That capitalization reduces the amount you can borrow for the same payment target.
Yes. Select the matching payment frequency. The calculator converts the annual rate into a periodic rate and then estimates principal using that schedule.
With a zero rate, the estimate becomes simple multiplication. Principal equals the combined payment multiplied by the total number of payments in the schedule.
Yes. A higher recurring payment supports a larger loan principal, assuming the same rate, term, fee structure, and grace treatment.
No. It is an educational estimate. Lenders may use different fee rules, capitalization timing, rounding methods, deferment structures, or repayment plans.
Compare several rates, terms, and grace assumptions before borrowing. Small changes can meaningfully affect the original principal, repayment balance, and long-term interest cost.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.