Correct Answer:
|
Effective Interest Amortization Table |
||||
|
Formula Used |
(270,000*12%) |
Last year’s Carrying value of bond* Market Rate of Interest (10%) |
Interest Expense - Cash Paid |
Last year's Carrying value of Bond - current year's Premium amortized |
|
Date |
cash paid |
Interest Expense |
Premium Amortized |
Carrying value of Bond |
|
1/1/17 |
- |
- |
$ 2,90,470 |
|
|
1/1/18 |
$ 32,400 |
$ 29,047 |
$ (3,353) |
$ 2,87,117 |
|
1/1/19 |
$ 32,400 |
$ 28,712 |
$ (3,688) |
$ 2,83,429 |
|
1/1/20 |
$ 32,400 |
$ 28,343 |
$ (4,057) |
$ 2,79,372 |
|
1/1/21 |
$ 32,400 |
$ 27,937 |
$ (4,463) |
$ 2,74,909 |
|
1/1/22 |
$ 32,400 |
$ 27,491 |
$ (4,909) |
$ 2,70,000 |
End of answer.
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