There is a discount in the bond issuance, since the market rate (7%) is higher than the contract rate (6%). There are 2 payments (of interest) in each year and there are 5 years; therefore, the total number of payments is (2 × 5 =) 10.
Effective (market) rate = 7% / 2 = 3.5%
Contract (sated) rate = 6% / 2 = 3%
Amount of discount = Par value – Sale price
= 550,000 – 527,119
= 22,881
Date |
Int. payment (550000 × 3%) Cash |
Int. Exp. 3.5% × Beginning BV |
Amort. Of discount |
Bond discount |
Bond. payable |
BV |
Jan 1 |
22881 |
550000 |
550000 – 22881 = 527119 |
|||
Jun 30 |
16,500 |
527119 × 3.5% = 18,449 |
18449 – 16500 = 1,949 |
22881 – 1949 = 20,932 |
550000 |
550000 – 20932 = 529068 |
Dec 31 |
16,500 |
529068 × 3.5% = 18,517 |
18517 – 16500 = 2,017 |
22881 – 2017 = 20864 |
550000 |
550000 – 20864 = 529136 |
Journal
Date |
Account titles and explanation |
Ref. |
Debit |
Credit |
Dec. 31 |
Interest expense |
$18,517 |
||
Discount on bonds payable |
$2,017 |
|||
Cash |
$16,500 |
|||
To record semi-annual interest payment. |
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