In: Finance
Suppose that you wish to buy a new home that will cost you $400,000. You must put $80,000 down, and will finance the rest at 4.8% APR, making monthly payments for 30 years at the end of each month. How much of your second payment will be interest?
| Particulars | Amount | 
| Loan Amount | $ 3,20,000.00 | 
| Int Rate per month | 0.4000% | 
| No. of Months | 360 | 
| EMI = Loan Amount / PVAF (r%, n) | |
| Where r is Int rate per month & n is no. of months | |
| = $ 320000 / PVAF (0.004 , 360) | |
| = $ 320000 / 190.5977 | |
| = $ 1678.93 | 
| EMI Amortization | |||||
| Period | Opening Bal | EMI | Int | Principal Repay | Closing Outstanding | 
| 1 | $ 3,20,000.00 | $ 1,678.93 | $ 1,280.00 | $ 398.93 | $ 3,19,601.07 | 
| 2 | $ 3,19,601.07 | $ 1,678.93 | $ 1,278.40 | $ 400.52 | $ 3,19,200.55 | 
Interest paid for the second month is $ 1278.40
Pls do rate, if the answer is correct and comment, if any further assistance is required.