Answer:
Livingston Corporation
1.
Year 1 July 1
Debit Cash $6,836,187
Debit Discount on Bonds Payable $363,813
Credit Bonds Payable $7,200,000
To record bonds proceeds and liability.
2.
A. The first semiannual interest payment on December 31, Year 1, and the amortization of the bond discount, using the straight-line method.
December 31, Year 1:
Debit Interest Expense $418,738
Credit Bond Discounts $22,738
Credit Cash $396,000
To record interest expense for the first six months and the amortization of bond discounts.
B. The interest payment on June 30, Year 2, and the amortization of the bond discount, using the interest method.
December 31, Year 1:
Debit Interest Expense $411,021
Credit Bond Discounts $15,021
Credit Cash $396,000
To record interest expense for the second six months and the amortization of bond discounts.
3. Determine the total interest expense for Year 1.
Total interest expense for Year 1:
Straight- Effective
Line Method Interest Method
December 31, Year 1 $418,738 $410,171 ($6,836,187 * 6%)
= Cash payment + Semi-annual
Amortization of bonds discount
= ($396,000 + $22,738)
Step-by-step explanation:
a) Data and Calculations:
Face value of bonds issued = $7,200,0
Cash received = $6,836,187
Total bonds discount = $363,813 ($7,200,000 - $6,836,187)
Period of bonds = 8 years
Interest rate of bonds = 11%
Effective interest rate = 12%
Semi-annual cash payment = $396,000 ($7,200,000 * 11% * 6/12)
First interest expense on December 31 Year 1 = $410,171 ($6,836,187 * 12% * 6/12)
Amortization of bond discount for the first six months = $14,171 ($410,171 - $396,000)
Bond balance after the first six months = $6,850,358 ($6,836,187 + $14,171)
Second interest expense on June 30, Year 2 = $411,021 ($6,850,358 * 6%)
Amortization of bond discount for the second six months (June 30, Year 2) = $15,021 ($411,021 - $396,000)
Bond balance on June 30, Year 2 = $6,865,379 ($6,850,358 + $15,021)
Straight-line method amortization:
Semi-annual amortization of bond discount = $22,738 ($363,813/16)
Interest expense = $396,000