These calculators are provided only as general self-help Planning Tools. Results depend on many factors, including the assumptions you provide. We do not guarantee their accuracy, or applicability to your circumstances. NRIs should input net income.
HOME LOAN EMI CALCULATOR
Equated Monthly Instalment - EMI for short - is the amount that you pay every month to the bank or any other financial institution until the loan amount is fully paid off. It consists of the interest on loan as well as part of the principal amount to be repaid. The sum of principal amount and interest is divided by the tenure, i.e., number of months, in which the loan has to be repaid. This amount has to be paid monthly. The interest component of the EMI would be larger during the initial months and gradually reduce with each payment. The exact percentage allocated towards payment of the principal depends on the interest rate. Even though your monthly EMI payment won't change, the proportion of principal and interest components will change with time. With each successive payment, you'll pay more towards the principal and less in interest.
How does EMI calculation help in planning the home purchase?
Our Home Loan EMI calculator gives a clear understanding of the amount that needs to be paid towards the EMIs and helps make an informed decision about the outflow towards the housing loan every month. This helps estimate the loan amount that can be availed and helps in assessing the own contribution requirements and cost of the property. Therefore knowing the EMI is crucial for calculation of home loan eligibility and planning your home buying journey better.
What does EMI mean?
EMI refers to the ‘Equated Monthly Installment’ which is the amount you will pay to us on a specific date each month till the loan is repaid in full. The EMI comprises of the principal and interest components which are structured in a way that in the initial years of your loan, the interest component is much larger than the principal component, while towards the latter half of the loan, the principal component is much larger.