Understand the true cost of borrowing money by calculating total interest payments and their present value impact.
Your monthly EMI payment will be $5,373 for 15 years.
| Year | Starting Principal | Interest Paid | Present Value of Interest | Ending Principal |
|---|---|---|---|---|
| 1 | $500,000 | $49,317 | $44,834 | $484,841 |
| 2 | $484,841 | $47,730 | $39,446 | $468,095 |
| 3 | $468,095 | $45,976 | $34,543 | $449,596 |
| 4 | $449,596 | $44,039 | $30,079 | $429,159 |
| 5 | $429,159 | $41,899 | $26,016 | $406,583 |
| 6 | $406,583 | $39,535 | $22,316 | $381,642 |
| 7 | $381,642 | $36,924 | $18,947 | $354,090 |
| 8 | $354,090 | $34,039 | $15,879 | $323,653 |
| 9 | $323,653 | $30,851 | $13,084 | $290,028 |
| 10 | $290,028 | $27,330 | $10,537 | $252,883 |
| 11 | $252,883 | $23,441 | $8,216 | $211,848 |
| 12 | $211,848 | $19,144 | $6,100 | $166,516 |
| 13 | $166,516 | $14,397 | $4,170 | $116,438 |
| 14 | $116,438 | $9,153 | $2,410 | $61,115 |
| 15 | $61,115 | $3,360 | $804 | $0 |
| TOTAL | - | $467,144 | $277,387 | - |
The annual interest rate is the extra percentage you pay each year on your loan. For example, 36% interest means for every ₹100 borrowed, you pay ₹36 extra per year.
High-interest loans create a debt trap. Families take one loan to repay another, each time paying more interest. A ₹50,000 loan at 36% becomes ₹86,000 over 2 years - that's ₹36,000 of your hard-earned money going to interest alone.