1.
Par value of bonds = $900,000
Issue price of bonds = $947,165
Premium on bonds payable = Issue price of bonds - Par value of bonds
= 947,165 - 900,000
= $47,165
2.
Semi annual interest payment = 900,000 x 10% x 6/12
= $45,000
Total bond interest expense over the life of the bonds
Amount repaid |
|
6 payments of $45,000 |
270,000 |
Par value at maturity |
900,000 |
Total repayments |
1,170,000 |
Less amount borrowed (from part 1) |
- 947,165 |
Total bond interest expense |
$222,835 |
3.
Semi annual bond premium amortization = Premium on bonds payable/Number of semi annual interest payments
= 47,165/6
= $7,861
Straight line amortization table
Date |
Interest payment (i) |
Amortization of premium (ii) |
Interest expense (i) - (ii) |
Present value of bonds |
01/01/2019 |
947,165 |
|||
06/30/2019 |
45,000 |
7,861 |
37,139 |
939,304 |
12/31/2019 |
45,000 |
7,861 |
37,139 |
931,443 |
06/30/2020 |
45,000 |
7,861 |
37,139 |
923,582 |
12/31/2020 |
45,000 |
7,861 |
37,139 |
915,721 |
06/30/2021 |
45,000 |
7,861 |
37,139 |
907,860 |
12/31/2021 |
45,000 |
7,860 |
37,140 |
900,000 |
Kindly comment if you need further assistance. Thanks
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