Answer
A |
Par Value of Bond |
$ 106,000.00 |
B |
Carrying Value |
$ 99,880.00 |
C = A- B |
Discount on Bonds |
$ 6,120.00 |
D |
No. of interest payments |
4 |
E = C/D |
Amount to be amortised with each payment |
$ 1,530.00 |
Discount amortised |
Unamortised Discount |
Carrying Value |
|
[A = calculated above] |
[B = B - A] |
[C = C + A] |
|
12-Dec-17 |
$ 6,120.00 |
$ 99,880.00 |
|
30-Jun-18 |
$ 1,530.00 |
$ 4,590.00 |
$ 101,410.00 |
31-Dec-18 |
$ 1,530.00 |
$ 3,060.00 |
$ 102,940.00 |
30-Jun-19 |
$ 1,530.00 |
$ 1,530.00 |
$ 104,470.00 |
31-Dec-19 |
$ 1,530.00 |
$ - |
$ 106,000.00 |
Interest paid in Cash = 106000 x 6% x 6/12 = $ 3,180
Requirement A |
|||
Date |
General Journal |
Debit |
Credit |
12-Dec-17 |
Cash |
$ 99,880.00 |
|
Discount on Bonds payable |
$ 6,120.00 |
||
Bonds payable |
$ 106,000.00 |
||
(Bonds issued at discount) |
|||
Requirement B |
|||
Date |
General Journal |
Debit |
Credit |
30-Jun-18 |
Interest Expense |
$ 4,710.00 |
|
Discount on Bonds Payable |
$ 1,530.00 |
||
Cash |
$ 3,180.00 |
||
(1st interest payment) |
|||
31-Dec-18 |
Interest Expense |
$ 4,710.00 |
|
Discount on Bonds Payable |
$ 1,530.00 |
||
Cash |
$ 3,180.00 |
||
(2nd interest payment) |
|||
30-Jun-19 |
Interest Expense |
$ 4,710.00 |
|
Discount on Bonds Payable |
$ 1,530.00 |
||
Cash |
$ 3,180.00 |
||
(3rd interest payment) |
|||
31-Dec-19 |
Interest Expense |
$ 4,710.00 |
|
Discount on Bonds Payable |
$ 1,530.00 |
||
Cash |
$ 3,180.00 |
||
(4th interest payment) |
|||
Requirement C |
|||
Date |
General Journal |
Debit |
Credit |
31-Dec-19 |
Bonds Payable |
$ 106,000.00 |
|
Cash |
$ 106,000.00 |
||
(Cash paid at maturity) |
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