What is EMI?
EMI (Equated Monthly Installment) is the fixed monthly payment you make to repay your loan. It consists of two components:
- Principal repayment: Reduces your loan outstanding
- Interest payment: Cost of borrowing
- P = Principal loan amount
- r = Monthly interest rate (Annual rate / 12 / 100)
- n = Loan tenure in months
- Loan Amount: Rs 50,00,000
- Interest Rate: 8.5% p.a. (Monthly: 0.708%)
- Tenure: 20 years (240 months)
- Early years: More interest, less principal
- Later years: More principal, less interest
- Interest front-loading is common in all loans
- EMI remains constant throughout tenure
- Protection against rate hikes
- Usually 0.5-1% higher than floating
- EMI changes with market conditions
- Based on MCLR/EBLR/RLLR
- Currently more popular
- If rates expected to rise: Fixed
- If rates expected to fall: Floating
- Most borrowers prefer floating for flexibility
- Compare rates across lenders
- Bargain for better rates
- Check for special offers
- Pay 30-40% instead of minimum 20%
- Reduces loan amount and EMI
- Balance between EMI affordability and total interest
- 15-20 years is often optimal
- Make lumpsum prepayments when possible
- Annual bonus/increments can be used
- Reduces total interest significantly
- Transfer to lower rate lender
- Compare processing fees vs savings
- Self-occupied: Up to Rs 2,00,000 per year
- Let out: Entire interest (no limit)
- Under construction: In 5 equal installments after completion
- Up to Rs 1,50,000 per year
- Includes stamp duty and registration
- First-time buyers: Additional Rs 50,000/Rs 1,50,000
- Subject to loan and property value limits
- Monthly income
- Existing EMI obligations
- Age and retirement age
- Credit score
- Property value
- Banks prefer EMI ≤ 40-50% of net income
- FOIR (Fixed Obligations to Income Ratio) considered
EMI Calculation Formula
The mathematical formula for EMI calculation:
EMI = P × r × (1+r)^n / [(1+r)^n - 1]Where:
Example Calculation
EMI = 50,00,000 × 0.00708 × (1.00708)^240 / [(1.00708)^240 - 1] EMI = Rs 43,391
Factors Affecting EMI
1. Loan Amount
Higher loan = Higher EMI| Loan Amount | EMI (8.5%, 20 yrs) | |||
|---|---|---|---|---|
| Rs 30 lakh | Rs 26,035 | |||
| Rs 50 lakh | Rs 43,391 | |||
| Rs 75 lakh | Rs 65,087 | |||
| Rs 1 crore | Rs 86,782 | |||
| Interest Rate | EMI (Rs 50L, 20 yrs) | |||
| 7.5% | Rs 40,280 | |||
| 8.0% | Rs 41,822 | |||
| 8.5% | Rs 43,391 | |||
| 9.0% | Rs 44,986 | |||
| 9.5% | Rs 46,607 | |||
| Tenure | EMI | Total Interest | ||
| 10 years | Rs 62,006 | Rs 24,40,766 | ||
| 15 years | Rs 49,236 | Rs 38,62,532 | ||
| 20 years | Rs 43,391 | Rs 54,13,853 | ||
| 25 years | Rs 40,261 | Rs 70,78,326 | ||
| 30 years | Rs 38,446 | Rs 88,40,465 | ||
| Month | EMI | Principal | Interest | Outstanding |
| 1 | 43,391 | 7,891 | 35,500 | 49,92,109 |
| 6 | 43,391 | 8,166 | 35,225 | 49,51,908 |
| 12 | 43,391 | 8,519 | 34,872 | 49,04,847 |
| Without Prepayment | With Prepayment | |||
| Total Interest: Rs 54,13,853 | Total Interest: Rs 43,98,756 | |||
| Tenure: 20 years | Tenure: 17.5 years | |||
| Savings: Rs 10,15,097 | ||||
| Deduction | Amount | Tax Saved (30% slab) | ||
| Sec 24(b) Interest | Rs 2,00,000 | Rs 62,400 | ||
| Sec 80C Principal | Rs 1,50,000 | Rs 46,800 | ||
| Total Annual Savings | Rs 3,50,000 | Rs 1,09,200 | ||
| Monthly Income | Max EMI (40%) | Approx Loan Amount | ||
| Rs 50,000 | Rs 20,000 | Rs 23 lakh | ||
| Rs 75,000 | Rs 30,000 | Rs 34 lakh | ||
| Rs 1,00,000 | Rs 40,000 | Rs 46 lakh | ||
| Rs 1,50,000 | Rs 60,000 | Rs 69 lakh |
Conclusion
Understanding EMI calculation helps you plan your home purchase better. Consider all factors—interest rate, tenure, and prepayment options—before finalizing your home loan.
Use our EMI Calculator to calculate your home loan EMI and view amortization schedule.
Written by
CA Work Desk
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