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 |
Enter Loan Amount Input the desired loan amount you plan to borrow.
Specify Loan Tenure Select the loan tenure in years.
Input Interest Rate: Enter the applicable interest rate for the loan.
Calculate EMI Click on the "Calculate Your EMI" button to view your monthly installment.
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 10 lakh for a tenure of 5 years at a 8.45% rate of interest, the applicable EMI will be –
E = 10,00,000 × .0070417(1+.0070417) ^60/ ([(1+.0070417) ^60]-1)
EMI= ₹20,492.44 per month
Year | Month EMI (₹) | Principal (₹) | Interest (₹) | Outstanding Balance (₹) |
1 | 24,542 | 8,542 | 16,000 | 24,91,458 |
2 | 24,542 | 8,600 | 15,942 | 24,82,858 |
3 | 24,542 | 24,542 | 0 | 0 |
Understanding your amortization schedule is crucial for effective financial planning, as it provides insights into how your loan repayments are structured over time.
Have any queries? We’d love to hear from you.
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