The ABHFL Rate of Interest (“ROI”) shall be determined based on the cost of borrowed funds, tenor of loan, liquidity conditions prevailing in the market, cost of operations, credit risk arising from the borrower or pool of borrowers and the minimum margin. Please refer the Policy for determination of Interest Rates, Processing and Other charges placed on our website for further details. The Rate of Interest for your loan is linked to the ABHFL Reference Rate and the same may be revised from time to time.
The impact of change in ROI shall be given on Loan Tenure or EMI or both as the case may be, depending upon customers’ repayment capacity. Any change in ROI will be intimated to the customers. Please connect with us on call at 1800 270 7000 or email us at care.housingfinance@adityabirlacapital.com in case you wish to change the options offered.
The following are the various impacts that can take place on your loan depending on multiple parameters:
Revision in Tenure with EMI Constant
Revision in Tenure & EMI
Revision in EMI
Illustration:
Scenario: Customer is a Salaried individual with a Home Loan from ABHFL with the following terms:
Loan Amount: Rs. 30,00,000
Loan Tenure: 240 months (20 years)
ROI: 9.00%
EMI: Rs. 26,992
The calculated EMI is Rs. 26,992 as per the above parameters.
Scenario: Loan has been paid for 10 months and there is still another 230 months to repay the same. After 10 months, the loan details are:
Loan Outstanding Amount: Rs. 29,53,536
Balance Loan Tenure: 230 months
Scenario: Reference Rate increases by 0.25% due to which ROI has also changed. Revised ROI will be: 9.00% + 0.25% = 9.25%
Considering the Loan Outstanding Amount, Remainder Loan Tenure & Revised ROI, the Revised EMI = Rs. 27,463
Increase in EMI = Rs. 27,463 (Revised EMI) – Rs. 26,992 (Original EMI) = Rs. 471.
Impact of Rate increase by 0.25% = Rs. 471 (Difference in EMI) x 230 months (Remainder Loan Tenure) = Rs. 1,08,349
Ideally, increase in tenure keeping EMI constant would be looked at (provided there is no tenure breach). In such a scenario, tenure would be increased by 12 additional months and the additional outflow is Rs.3,23,901 (12 x 26,992).