Moratorium Calculator

Find out what a loan moratorium (EMI holiday) really costs. Enter your loan amount, interest rate, moratorium length, and remaining tenure to see how much interest capitalizes onto your principal and what your new EMI becomes.

Quick Facts

Capitalization
P' = P × (1 + r/12)^m
Unpaid interest compounds monthly during the moratorium and is added to the principal.
EMI formula
EMI = P' × r × (1+r)^n / ((1+r)^n − 1)
Standard reducing-balance EMI applied to the capitalized principal over the remaining tenure.

Your Results

Calculated
EMI after moratorium
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Monthly payment once repayment starts
Interest during moratorium
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Capitalized onto the principal
Total interest paid
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Moratorium plus repayment tenure combined
Total amount payable
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Sum of all EMIs over the repayment tenure

Ready

Enter your loan amount, rate, moratorium period, and repayment tenure, then press Calculate.

How the Moratorium Calculator works

A moratorium — often called an EMI holiday or payment holiday — is a period during which a lender allows a borrower to skip scheduled installment payments. Lenders offer moratoriums on education loans while a student is studying, on home or personal loans during financial hardship, and occasionally across an entire portfolio during a broad economic disruption. The catch is that interest almost never stops accruing just because payments do. This calculator shows exactly how much that pause adds to your loan.

The formula

During the moratorium, the lender typically compounds the unpaid interest monthly and adds it to the outstanding balance — a process called capitalization. For an original loan amount P, an annual interest rate r, and a moratorium of m months, the balance owed at the end of the moratorium is:

P′ = P × (1 + r/12)m

The interest accrued during the moratorium is simply P′ − P. Once the moratorium ends, that capitalized balance P′ is repaid over the remaining tenure using the standard reducing-balance EMI formula, with n as the number of remaining monthly installments and r as the monthly interest rate (annual rate ÷ 12):

EMI = P′ × r × (1 + r)n / ((1 + r)n − 1)

If the interest rate is 0%, no interest capitalizes and the EMI formula reduces to EMI = P′ / n — the balance simply split evenly across the remaining installments.

Worked example

Take a $200,000 loan at 8% annual interest with a 12-month moratorium followed by a 60-month repayment tenure. The monthly rate is 0.08 / 12 ≈ 0.006667. Over 12 months of capitalization, the balance grows to roughly $216,600 — about $16,600 of interest added to the principal before a single EMI is paid. Amortizing that $216,600 over 60 months at the same monthly rate gives an EMI of about $4,392. Across the 60-month repayment tenure you pay back roughly $263,510 in total, of which about $63,510 is interest — the $16,600 capitalized during the moratorium plus about $46,910 accrued during repayment.

What moves the numbers most

  • Moratorium length: every extra month without payments lets more interest compound onto the principal, so a 12-month moratorium capitalizes noticeably more interest than a 3-month one.
  • Interest rate: capitalization compounds monthly, so a higher rate increases both the capitalized amount and the EMI more than proportionally.
  • Repayment tenure: spreading the capitalized balance over more months lowers the EMI but increases the total interest paid, exactly like extending any amortizing loan.

Interest-only versus full moratorium

Some lenders offer an interest-only moratorium, where you pay just the interest each month so the principal never grows — in that case there is no capitalization to calculate, and your post-moratorium EMI depends only on the original principal and remaining tenure. This calculator models the more common full moratorium, where neither principal nor interest is paid until repayment resumes, which is the structure used in most education-loan and hardship-relief moratoriums. Check your loan agreement to see which type applies before relying on the capitalized-balance figures here.

Frequently Asked Questions

What happens to interest during a loan moratorium?
A moratorium (EMI holiday) pauses your monthly payments, but the lender still charges interest on the outstanding principal. That unpaid interest is typically compounded monthly and capitalized - added to the principal - so the balance you owe grows during the moratorium even though you paid nothing.
How is the interest accrued during the moratorium calculated?
The calculator compounds the loan amount monthly over the moratorium period: capitalized principal = P × (1 + r/12)^m, where P is the original loan amount, r is the annual interest rate, and m is the number of moratorium months. The accrued interest is the difference between the capitalized principal and the original loan amount.
How is the new EMI calculated after the moratorium ends?
Once the moratorium ends, the capitalized principal (original loan plus accrued interest) is amortized over the remaining tenure using the standard reducing-balance EMI formula: EMI = P' × r × (1+r)^n / ((1+r)^n − 1), where P' is the capitalized principal, r is the monthly interest rate, and n is the number of remaining monthly installments.
Does taking a moratorium increase the total cost of the loan?
Yes. Because interest keeps accruing and is added to the principal during the moratorium, you end up paying interest on that extra interest for the rest of the loan term. A longer moratorium or a higher interest rate increases both the capitalized amount and the total interest paid over the life of the loan.