Student Loan Calculator

Calculate an estimated student-loan payment from a balance, rate, term, and grace period. Review the model's assumptions before using the result.

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Enter 0 for an interest-free loan.

Repayment Term *

Months of repayment after school, between 1 and 300.

Interest accrues unpaid for up to 24 months. Blank is treated as zero.

Your actual federal plan, not just the term. The note below explains what each one does.

When the first payment is due. Used to show the payoff date.

An extra amount paid toward principal each month. Leave blank if none.

Enter the loan amount, rate, term, and grace period on the left,
then click Calculate to see what the grace period costs you

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A student loan calculator estimates a repayment balance, monthly payment, and interest from the loan amount, annual rate, repayment term, and a grace period you enter. It can also model an extra monthly payment.

This tool uses a generic fixed-rate amortization model. It does not determine eligibility for a federal repayment plan or reproduce a loan servicer's schedule. Check your loan documents and servicer for the actual balance, payment, and dates.

Inputs and calculation assumptions

  • Loan amount: Enter a positive balance. The calculator accepts up to $1 billion.
  • Annual interest rate: Enter a fixed rate from 0% to 20%. The model divides it by 12 for monthly interest.
  • Repayment term: Enter a whole number of months from 1 to 300. This term determines the amortization schedule. Not sure of the term? Federal standard repayment is 120 months.
  • Grace period: Enter 0 to 24 months. The model estimates simple interest during this period and adds it to the balance before repayment.
  • Repayment plan: Choose Standard, Graduated, Extended, or Income-Driven (IDR). What this selector does and does not change is stated once under Important limitations below.
  • Extra monthly payment: Optionally enter an additional amount applied to each modeled repayment month.
  • Repayment start date: Optionally enter the date of the first payment. The calculator uses this date to display timeline and extra-payment savings estimates.

How the grace-period estimate works

The calculator estimates grace-period interest as:

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Grace-period interest = original loan balance x (annual rate / 12) x grace-period months

It adds that amount to the original balance and amortizes the resulting balance over the repayment term. For example, $30,000 at 5% with a 6-month modeled grace period accrues $750 in grace-period interest, producing a repayment balance of $30,750.

For a 120-month repayment term, the estimated monthly payment is $326.16. The calculator reports $8,387.90 in interest over the repayment schedule and $39,137.90 total repaid. The $8,387.90 figure is repayment-period interest; it does not include the separate $750 grace-period interest. The model's estimated grace-period cost compared with starting repayment without the grace period is $954.41, because the capitalized amount also accrues interest during repayment. At the $326.16 modeled payment, that $954.41 is roughly the value of three monthly payments.

A recent graduate scenario, which is the case these inputs fit: $30,000 of unsubsidized loans at 5% enters a 6-month grace period and the 120-month standard term. The grace period models the months between leaving school and the first payment, during which interest on an unsubsidized loan typically accrues unpaid, and the 120-month term matches federal standard repayment. On those inputs the model estimates $750.00 of grace-period interest, a $30,750.00 repayment balance, a $326.16 monthly payment, $8,387.90 of repayment-period interest, and the $954.41 grace-period cost described above. Whether a given loan actually capitalizes at that point depends on its subsidy status and terms, which the model does not test.

Repayment and extra-payment estimates

The monthly payment is calculated using a standard reducing-balance formula. Each modeled payment covers interest for the month and applies the remainder to the balance. The final payment can be slightly different because the schedule rounds amounts to cents.

With the same $30,750 repayment balance and 5% rate, an additional $100 per month produces an estimated payment of $426.16 and $5,901.33 in repayment-period interest. When a repayment start date is entered, the calculator reports 33 fewer payment months and $2,486.57 less interest than the base schedule. Actual savings depend on when the servicer receives and applies extra payments.

How the repayment term changes the cost

With the $30,750 repayment balance and the 5% rate held constant, the term is the only variable:

TermMonthly paymentRepayment interestTotal repaidExtra interest against the 120-month term
120 months (10 years)$326.16$8,387.90$39,137.90Baseline
240 months (20 years)$202.94$17,954.13$48,704.13+$9,566.23
300 months (25 years)$179.77$23,175.93$53,925.93+$14,788.03

Doubling the term from 10 to 20 years cuts the payment by $123.22 and adds $9,566.23 of interest. Extending it from 20 to 25 years cuts another $23.17 a month and adds another $5,221.80, which means sixty more payments are being made to save less than $25 a month. The payment flattens out long before the interest does. The totals above exclude the $750 of grace-period interest already added to the balance, and they assume the loan is held to term rather than refinanced or forgiven.

Important limitations

The grace-period input is a modeling assumption, not a statement that a particular loan offers a grace period or that interest will capitalize under its contract. Some loans may receive an interest subsidy during certain periods, and capitalization events vary by loan type and applicable rules. This calculator treats all interest estimated during the entered grace period as added to the repayment balance.

The plan names do not make this a federal-plan estimator, and this is the one place that limitation is stated in full. The repayment-plan selector changes the displayed label and explanatory note only; it does not change the payment formula. The tool does not calculate payments from income or family size, assess eligibility, model forgiveness, distinguish subsidized from unsubsidized loans, or determine tax consequences. It also does not model daily accrual, variable rates, multiple loan groups, or a servicer's payment-allocation rules.

Federal repayment options and eligibility are governed by current program rules, not this generic amortization model. Review the Federal Student Aid repayment-plan information and confirm your individual payment with your servicer.

For a different loan-payment estimate, use the Loan Payment Calculator. To examine a payment-by-payment principal and interest schedule, try the Amortization Calculator. If you are comparing a new interest rate or term, use the Student Loan Refinance Calculator.

Enter the balances and rates as your servicer lists them. For the dollar payoff amount at a date rather than the full repayment plan, use the Loan Payoff Calculator.

Last verified: October 2026. Calculator figures are outputs for the inputs entered; they are not live quotes, current rates, or an offer.

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Frequently Asked Questions

How is a student-loan payment estimated?

The calculator uses the repayment balance after modeled grace-period interest, the annual rate divided by 12, and the repayment term in months to calculate a level amortizing payment.

Does the calculator implement the selected federal repayment plan?

No, and the full statement is under Important limitations above. In short: the plan selection changes the result's label and explanatory note, while the amount and term you enter drive the generic amortization calculation; the tool does not reproduce plan-specific eligibility or payment formulas.

Does every student loan capitalize interest during a grace period?

No. The calculator assumes that interest from the grace period you enter is added to the balance. Actual subsidy and capitalization rules depend on the loan and applicable terms.

Why are grace-period interest and total interest shown separately?

The grace-period amount is added to the balance before repayment. The repayment-interest figure is the interest calculated by the later amortization schedule. Add both to understand the model's total interest relative to the original loan amount.

Does an extra payment reduce the estimated interest?

The calculator models an additional amount each month. Its displayed savings and months-saved estimates require a repayment start date; the lender's payment-allocation rules and timing may produce a different result.

Does this calculator determine tax deductions or forgiveness?

No. It does not calculate tax deductions, forgiveness, income-driven payment amounts, or eligibility. Confirm current rules with official sources or a qualified professional.

How much does a longer repayment term cost?

On the same $30,000 loan at 5.00% with a 6-month grace period, a 120-month term costs $326.16 a month and $8,387.90 in repayment-period interest. A 240-month term costs $202.94 a month and $17,954.13. The comparison table above adds the 300-month case. The payment falls much more slowly than the interest rises, so a longer term buys a small monthly reduction at a large total cost.

What is the difference between subsidized and unsubsidized student loans?

On a subsidized federal loan, the government covers the interest while you are in school at least half time, during the grace period, and during authorized deferment. On an unsubsidized loan, interest accrues from disbursement and is capitalized when it is added to the principal, so you then pay interest on that interest. This calculator treats the whole entered grace period as unsubsidized: it accrues simple interest and adds it to the balance. To model a subsidized loan, set the grace period to 0. The distinction matters because of the cost already shown above: on $30,000 at 5.00% over 120 months, capitalizing six months of interest adds $954.41 compared with starting repayment immediately.

Student loans versus investing: how do the two compare?

The comparison is one of relative rates: paying down a loan at its APR is a locked saving at that rate, while an investment carries an expected return rather than a guaranteed one. On the 5% loan used in the examples above, extra principal payments are a guaranteed saving at that 5% rate; an investment targeting a 5% return offers that figure only as an expectation, not a promise. This tool prices the repayment side; savings or retirement tools cover the other leg.

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