Need a more accurate EMI estimate?
Month | Beginning Loan Balance | EMI | Principal | Monthly Interest | Outstanding Balances |
January | ₹650000 | ₹5620 | ₹1043 | ₹4577 | ₹648957 |
February | ₹648957 | ₹5620 | ₹1051 | ₹4570 | ₹647906 |
March | ₹647906 | ₹5620 | ₹1058 | ₹4562 | ₹646848 |
April | ₹646848 | ₹5620 | ₹1065 | ₹4555 | ₹645783 |
May | ₹645783 | ₹5620 | ₹1073 | ₹4547 | ₹644710 |
June | ₹644710 | ₹5620 | ₹1080 | ₹4540 | ₹643629 |
July | ₹643629 | ₹5620 | ₹1088 | ₹4532 | ₹642541 |
August | ₹642541 | ₹5620 | ₹1096 | ₹4525 | ₹641446 |
September | ₹641446 | ₹5620 | ₹1103 | ₹4517 | ₹640342 |
October | ₹640342 | ₹5620 | ₹1111 | ₹4509 | ₹639231 |
November | ₹639231 | ₹5620 | ₹1119 | ₹4501 | ₹638112 |
December | ₹638112 | ₹5620 | ₹1127 | ₹4493 | ₹636985 |
Month | Beginning Loan Balance | EMI | Principal | Monthly Interest | Outstanding Balances |
January | ₹6525000 | ₹5620 | ₹1654773 | ₹4452 | ₹648957 |
February | ₹648957 | ₹5620 | ₹1051 | ₹46540 | ₹647906 |
March | ₹647906 | ₹5620 | ₹1058 | ₹4656 | ₹646848 |
April | ₹646848 | ₹5620 | ₹15555 | ₹4555 | ₹645783 |
May | ₹645783 | ₹56550 | ₹1073 | ₹4547 | ₹644710 |
June | ₹644710 | ₹5620 | ₹10330 | ₹4540 | ₹643629 |
July | ₹643629 | ₹563430 | ₹1088 | ₹4532 | ₹642541 |
August | ₹642541 | ₹5620 | ₹1046 | ₹4525 | ₹641446 |
September | ₹6341446 | ₹5620 | ₹1103 | ₹4517 | ₹640342 |
October | ₹644342 | ₹5620 | ₹1111 | ₹4509 | ₹639231 |
November | ₹639231 | ₹5620 | ₹1119 | ₹4501 | ₹638112 |
December | ₹638112 | ₹5620 | ₹1127 | ₹4493 | ₹636985 |
Here are the key benefits of LIC Home Loan EMI Calculator.
Calculating your home loan EMI is straightforward with SuGanta's Home Loan EMI Calculator. Follow these steps:
If you want to cross-check the EMI amount then use the following standardized formula:
E = P × r × (1 + r)^n / ((1 + r)^n - 1)
Here,
P = Principal or Loan amount
E = applicable future EMI
r = Interest rate applicable
n = Number of EMIs or applicable tenure
For example, if any borrower avails a loan of 30 lakh for a tenure of 5 years at an 8.55% rate of interest, the applicable EMI will be:
E = 25,00,000 × .00708% × (1+.00708)^60/[(1+.00708)^60-1]
EMI = Rs. 51,291 per month
Month | EMI (₹) | Principal Payment (₹) | Interest Payment (₹) | Remaining Balance (₹) |
---|---|---|---|---|
1 | 51,291.33 | 33,582.99 | 17,708.33 | 24,66,417.01 |
2 | 51,291.33 | 33,820.87 | 17,470.45 | 24,32,596.13 |
3 | 51,291.33 | 34,060.44 | 17,230.89 | 23,98,535.69 |
4 | 51,291.33 | 34,301.70 | 16,989.63 | 23,64,233.99 |
5 | 51,291.33 | 34,544.67 | 16,746.66 | 23,29,689.32 |
60 | 51,291.33 | 50,932.73 | 358.60 | 0.00 |
The schedule provides a detailed view of how much of each EMI goes toward interest and principal, helping you understand the cost structure of your loan.
By seeing the impact of each EMI on your loan balance, you can assess how additional prepayments would reduce the overall interest burden.
This schedule allows you to budget effectively, showing you exactly when the loan will be fully paid off if all payments are made as scheduled.
The amortization schedule also reveals potential savings if you opt for a shorter tenure or consider making lump-sum prepayments.
Using the Canara Bank Home Loan Amortization Schedule empowers borrowers to make informed financial decisions, optimize their repayment strategy, and potentially save on interest costs.
Have any queries? We’d love to hear from you.
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✉️ Mail us: homeloan@suganta.com