Deferred Payment Loan Calculator

Enter your loan amount, APR, deferment period, and repayment term to see the capitalized balance, the monthly payment once repayment starts, and the total interest for a deferred payment loan.

Quick Facts

Formula
PMT = B x i / (1 - (1+i)^-n)
B is the balance after deferment interest capitalizes, i is the monthly rate, n is the number of repayment months.
Deferment balance
Compound: P x (1+i)^d
d is the number of deferment months; simple accrual instead uses P x (1 + i x d).

Your Results

Calculated
Monthly payment
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Once repayment begins
Balance at repayment start
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Principal plus capitalized deferment interest
Total interest
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Deferment interest plus repayment interest
Total amount repaid
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Principal plus total interest

Ready

Enter your loan amount, APR, deferment period, and repayment term, then press Calculate.

How the Deferred Payment Loan Calculator works

A deferred payment loan lets you skip payments for an initial period after the loan is disbursed — common with retailer "no payments for 12 months" financing, some auto loans, and certain student or medical loans. No payments are due during deferment, but interest still accrues on the principal. This calculator applies the standard two-stage method lenders use: accrue and capitalize interest through the deferment period, then amortize the resulting balance over the repayment term.

Stage 1: interest accrual during deferment

With compound accrual (the more common structure), interest is calculated on the growing balance every month, so the deferred balance is B = P × (1 + i)d, where P is the original principal, i is the monthly interest rate (APR ÷ 12), and d is the number of deferment months. With simple accrual, interest is calculated only on the original principal for the whole period and added once: B = P × (1 + i × d). At the end of deferment that accrued interest is capitalized — folded into the balance — so you subsequently pay interest on the interest, not just the original principal.

Stage 2: amortizing the capitalized balance

Once repayment begins, the capitalized balance B is paid off like any standard installment loan using the amortization formula PMT = B × i / (1 − (1 + i)−n), where n is the number of monthly payments in the repayment term. If the interest rate is 0%, this reduces to PMT = B / n.

Worked example

Borrow $15,000 at 6.5% APR with 12 months deferred and a 5-year repayment term. The monthly rate is 6.5% ÷ 12 ≈ 0.5417%. With compound accrual, the balance grows to roughly $16,005 by the end of deferment (about $1,005 of capitalized interest). Amortizing $16,005 over 60 months at that same monthly rate gives a payment of roughly $313/month, for a total of about $18,789 repaid — around $3,789 of interest across the full loan, more than the roughly $2,610 you would pay on the same $15,000 loan with no deferment at all.

Why deferment raises total cost

Skipping payments does not skip interest — it just postpones when interest starts compounding into the balance you eventually amortize. The longer the deferment and the higher the rate, the more the capitalized balance grows before repayment even starts, which raises both the monthly payment and the lifetime interest compared to a loan with the same rate and term but no deferment period.

Frequently Asked Questions

How is a deferred payment loan calculated?
Interest accrues on the principal during the deferment period with no payments due. At the end of deferment, that accrued interest is capitalized (added to the loan balance). The new balance is then repaid using the standard amortization formula PMT = B x i / (1 - (1+i)^-n), where B is the balance after capitalization, i is the monthly rate, and n is the number of repayment months.
What does capitalized interest mean?
Capitalized interest is unpaid interest that gets added to your principal balance. Once it is capitalized, you pay interest on that added amount too for the rest of the loan, which is why deferred payment loans usually cost more in total interest than a loan with the same rate and term but no deferment.
What is the difference between compound and simple accrual during deferment?
With compound accrual, interest is calculated on the growing balance each month during deferment, so interest earns interest. With simple accrual, interest is calculated only on the original principal for the whole deferment period and added once at the end. Compound accrual produces a larger balance at the start of repayment for the same rate and deferment length.
Does a longer deferment period always cost more?
Yes, assuming the interest rate is above zero. Every extra month of deferment lets more interest accrue and capitalize, which raises the balance that repayment is calculated on and increases both the monthly payment and the total interest paid over the life of the loan.