In: Accounting
LeMond Inc issues a 5-year, $800,000, 6% bond to yield 5% for $835,008 and incurred $22,000 of bond issuance costs. The bond pays interest twice per year. How much interest expense will LeMond incur over the life of the bond? |
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How do you get this answer? |
To issue this question, we need to prepare Bond Premium Amortization Table at Yield Rate given in the question i.e. 5%.
Semiannual Interest expenses = Carrying Value of the Bonds x Semi Annual Yield Rate
Premium on Bonds Payable = Issue Price of the bonds - Par Value = 835,008 - 800,000 = $35,008
Here is the Amortization Table
Schedule of Amortization of Bond PREMIUM (Effective Rate Method) |
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Payment intervals |
Interest Expenses (Book Value of Bonds x Effective Interest Rate 4.5%*1/2) |
Cash Interest (Par Value of the bonds 800,000 x Coupon Rate 6%*1/2) |
Premium Amortization (Interest Expenses - Cash Interest) |
Balance of Unamortized Premium on Bonds Payable |
Par Value of Bonds Payable |
Book Value (Par Value + Balance of Unamortized Bond Premium) |
0 |
$35,008 |
$800,000 |
$835,008 |
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1 |
$20,875 |
$24,000 |
$3,125 |
$31,883 |
$800,000 |
$831,883 |
2 |
$20,797 |
$24,000 |
$3,203 |
$28,680 |
$800,000 |
$828,680 |
3 |
$20,717 |
$24,000 |
$3,283 |
$25,397 |
$800,000 |
$825,397 |
4 |
$20,635 |
$24,000 |
$3,365 |
$22,032 |
$800,000 |
$822,032 |
5 |
$20,551 |
$24,000 |
$3,449 |
$18,583 |
$800,000 |
$818,583 |
6 |
$20,465 |
$24,000 |
$3,535 |
$15,048 |
$800,000 |
$815,048 |
7 |
$20,376 |
$24,000 |
$3,624 |
$11,424 |
$800,000 |
$811,424 |
8 |
$20,286 |
$24,000 |
$3,714 |
$7,709 |
$800,000 |
$807,709 |
9 |
$20,193 |
$24,000 |
$3,807 |
$3,902 |
$800,000 |
$803,902 |
10 |
$20,098 |
$24,000 |
$3,902 |
($0) |
$800,000 |
$800,000 |
$204,992 |
The Total Interest Expenses over the life of the bond = $204,992
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