Correct Answer:
Requirement 1:
Formula Used |
(77,000*7%) |
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 |
Discount Amortization |
Carrying value of Bond |
January 1, Year 1 |
- |
- |
$ 71,162 |
|
December 31, Year 1 |
$ 6,160.0 |
$ 7,116 |
$ 956 |
$ 72,118 |
December 31, Year 2 |
$ 6,160.0 |
$ 7,212 |
$ 1,052 |
$ 73,170 |
December 31, Year 3 |
$ 6,160.0 |
$ 7,317 |
$ 1,157 |
$ 74,327 |
December 31, Year 4 |
$ 6,160.0 |
$ 7,433 |
$ 1,273 |
$ 75,600 |
December 31, Year 4 |
$ 6,160.0 |
$ 7,560 |
$ 1,400 |
$ 77,000 |
Total |
$ 30,800.0 |
$ 36,637.8 |
$ 5,838 |
Requirement 2:
b |
Carrying Value |
$ 75,600 |
c |
Interest expense |
$ 7,433 |
d |
Cash outflow for interest |
$ 6,160 |
End of answer.
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