Answer:
a. Prepare the journal entry to record the issuance of the bonds on January 1, 2018
we must first determine the market price of the bonds:
PV of face value = $2,000,000 / (1 + 5%)²⁰ = $753,778.97 ≈ $753,779
PV of coupon payments = $110,000 x 12.462 (PV annuity factor, 5%, 20 periods) = $1,370,820
market value of the bonds = $753,779 + $1,370,820 = $2,124,599
January 1, 2018, bonds are issued at a premium
Dr Cash 2,124,599
Cr Bonds payable 2,000,000
Cr Premium on bonds payable 124,599
b. Prepare a bond amortization schedule up to and including January 1, 2022
since we are not told which amortization method to use, I will use the straight line method.
Date Interest Cash Premium Carrying
expense paid amortization value
7/2018 $103,770 $110,000 $6,230 $2,118,369
1/2019 $103,770 $110,000 $6,230 $2,112,139
7/2019 $103,770 $110,000 $6,230 $2,105,909
1/2020 $103,770 $110,000 $6,230 $2,099,679
7/2020 $103,770 $110,000 $6,230 $2,093,449
1/2021 $103,770 $110,000 $6,230 $2,087,219
7/2021 $103,770 $110,000 $6,230 $2,080,989
1/2022 $103,770 $110,000 $6,230 $2,074,759
c. Prepare the journal entries to record the interest payments on January 1, 2020 and January 1, 2021.
bond premium amortization per coupon = 124,599 / 20 = $6,229.95 ≈ $6,230
January 1, 2020, coupon payment
Dr Interest expense 103,770
Dr Premium on bonds payable 6,230
Cr Cash 110,000
January 1, 2021, coupon payment
Dr Interest expense 103,770
Dr Premium on bonds payable 6,230
Cr Cash 110,000
d. Prepare the journal entry to record the bond called on January 2021 at 106
Dr Bonds payable 2,000,000
Dr Premium on bonds payable 87,219
Dr Loss on retirement of debt 32,781
Cr Cash 2,120,000
