Loading...
Please wait while we prepare your content
Loading...
Please wait while we prepare your content
Canara Bank home loans are a trusted financial solution in India, catering to salaried individuals, self-employed professionals, and businesses. With EMIs starting at around Rs. 659 per lakh, these loans support property purchases, construction, or renovations. The Canara Bank home loan EMI calculator simplifies estimating monthly repayments, offering a detailed financial outlook. Provided by one of India’s leading public sector banks, these loans are designed to meet diverse housing needs.
Fast EMI Calculation: Quickly determine monthly payments.
Adjustable Repayment Periods: Customize tenures to suit budgets.
User-Friendly Design: Accessible interface for all users.
The EMI is calculated using the formula:
EMI = [P * R * (1 + R)^n] / [(1 + R)^(n - 1)]
Where:
P = Principal loan amount
R = Monthly interest rate (annual rate / 12)
n = Loan tenure in months
For example, Mr. Sanjay secured a Rs. 50 lakh loan on August 25, 2025, with a 25-year tenure and 7.40% annual interest. His EMI would be:
EMI = [5000000 * 0.0061667 * (1 + 0.0061667)^300] / [(1 + 0.0061667)^(299)] ≈ Rs. 34,700.
The Canara Bank calculator automates this process, ensuring accuracy and ease.
Founded in 1906 and headquartered in Bangalore, Canara Bank offers home loan rates starting at 7.40% (as of August 30, 2025), supporting schemes like PMAY with interest subsidies for eligible borrowers. The calculator provides:
Precise Financial Planning: Accurately predict monthly outflows.
Repayment Insights: Track principal and interest over time.
Below is a sample amortization table for Mr. Sanjay’s Rs. 50 lakh loan at 7.40% over 25 years:
|
Year |
Opening Balance (Rs.) |
Interest Paid (Rs.) |
Principal Paid (Rs.) |
Closing Balance (Rs.) |
|---|---|---|---|---|
|
1 |
50,00,000 |
3,65,000 |
28,700 |
49,71,300 |
|
5 |
46,89,500 |
3,42,781 |
50,919 |
46,38,581 |
|
10 |
41,25,400 |
2,98,479 |
95,221 |
40,30,179 |
|
25 |
1,23,600 |
8,947 |
34,653 |
0 |
Note: Figures are approximate and based on monthly compounding.