Requirement:
| IVANHOE COMPANY | ||||
| Bond premium amortization table | ||||
| Effective interest method-Annual interest payments | ||||
| 6% Bonds issued at market rate of 5% | ||||
| Date | Interest payment | Interest Expense | Premium amortization | Bond amortization |
| Jan.01 2021 | $ 784,558 | |||
| Jan.01 2022 | $ 45,120 | $ 38,608.40 | $ 6,511.60 | $ 778,046 |
| Jan.01 2023 | $ 45,120 | $ 38,608.40 | $ 6,511.60 | $ 771,535 |
| Jan.01 2024 | $ 45,120 | $ 38,608.40 | $ 6,511.60 | $ 765,023 |
| Jan.01 2025 | $ 45,120 | $ 38,608.40 | $ 6,511.60 | $ 758,512 |
| Jan.01 2026 | $ 45,120 | $ 38,608.40 | $ 6,511.60 | $ 752,000 |
Note:
Premium amortization = ($ 784,558 - $ 752,000)/5 = $ 6,511.60
Interest payment = $ 752,000 * 6% = $ 45,120
Interest expense = $45,120- $ 6,511.60 = $38,608.40
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Prepare a bond amortization schedule using the effective-interest
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Question 4
On July 1, 2017, Global Satellites Corporation issued $1,800,000
of 10-year, 8% bonds to yield a market interest rate of 7%. The
bonds pay semi-annual interest on July 1 and January 1. Global has
a December 31 year end. When the bonds were issued, Global received
$1,927,919
Click here to view the factor table.
Prepare an amortization table through January 1, 2019 (three
interest periods) for this bond issue. (Round all
amounts to the nearest dollar, e.g.
5,275.)...
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