You borrow $300,000 to buy a house over a 15-year term. The loan is structured as an amortized loan with annual payments and an interest rate of 10%. Find the information for the amortization schedule for years 1 and 2. Payment ($) Interest in Payment ($) Principal Repaid ($) Principal Owing at End of Year ($)
The required amortization table will be prepared as follows:
A | B | C | D | E | |
1 | Year | Payment | Interest in payment | Principal repaid | Principal owing at end of year |
2 | 0 | 300000.00 | |||
3 | 1 | 39442.13 | 30000.00 | 9442.13 | 290557.87 |
4 | 2 | 39442.13 | 29055.79 | 10386.35 | 280171.52 |
Answers for Year 1 are in yellow and answers for Year 2 are in green.
Note:
Above figures have been calculated in the following manner:
Year | Payment | Interest in payment | Principal repaid | Principal owing at end of year |
0 | 300000 | |||
1 | =PMT(10%,15,-300000,0,0) | =E2*10% | =B3-C3 | =E2-D3 |
2 | =PMT(10%,15,-300000,0,0) | =E3*10% | =B4-C4 | =E3-D4 |
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