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Problem 10-3A Straight-Line: Amortization of bond premium LO P3 Ellis Company issues 8.0%, five-year bonds dated January 1, 2Complete this question by entering your answers in the tabs below. Required 1 Required 2 Required 3 Prepare a straight-line aJournal entry worksheet < 1 2 Record the first interest payment on June 30. Note: Enter debits before credits. General JournaJournal entry worksheet Record the second interest payment on December 31. Note: Enter debits before credits. General Journal

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Answer #1

1.

Par value of bonds = $530,000

Issue price of bonds = $575,210

Premium on bonds payable = Issue price of bonds - Par value of bonds

= $575,210 - $530,000

= $45,210

Semi annual interest payment = 530,000 x 8% x 6/12

= $21,200

Total bond interest expense over the life of the bonds

Amount repaid

10 payments of $21,200

212,000

Par value at maturity

530,000

Total repayments

742,000

Less amount borrowed (from part 1)

- 575,210

Total bond interest expense

$166,790

2.

Semi annual bond premium amortization = Premium on bonds payable/Number of semi annual interest payments

= 45,210/10

= $4,521

Straight line amortization table

Semi annual period end Unamortized premium Carrying value
1/1/19 45,210 575,210
6/30/19 45,210 - 4,521 = 40,689 575,210 - 4,521 = 570,689
12/31/19 40,689 - 4,521 = 36,168 570,689 - 4,521 = 566,168
6/30/20 36,168 - 4,521 = 31,647 566,168 - 4,521 = 561,647
12/31/20 31,647 - 4,521 = 27,126 561,647 - 4,521 = 557,126
6/30/21 27,126 - 4,521 = 22,605 557,126 - 4,521 = 552,605
12/31/21 22,605 - 4,521 = 18,084 552,605 - 4,521 = 548,084
6/30/22 18,084 - 4,521 = 13,563 548,084 - 4,521 = 543,563
12/31/22 13,563 - 4,521 = 9,042 543,563 - 4,521 = 539,042
6/30/23 9,042 - 4,521 = 4,521 539,042 - 4,521 = 534,521
12/31/23 4,521 - 4,521 = 0 534,521 - 4,521 = 530,000

3.

6/30/19 Interest expense 16,679
Premium on bonds payable 4,521
Cash 21,200
12/31/19 Interest expense 16,679
Premium on bonds payable 4,521
Cash 21,200
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