In: Accounting
A company issues $896,000 of 5-year, 5% bonds on January 1, 2021. The bonds pay interest annually.
1) Calculate the issue price of the bonds using a market rate of 4%
2) Record the bond issue
3) Prepare an effective interest amortization table for the bonds
4) Prepare the journal entries to record the first three interest payments. Ignore any year-end accruals of interest
5) Assuming the company has an October 31 year end, prepare the adjusting entry for interest on October 31, 2021.
1 | Price of the Bond | $935,891 | |||
Bond Price = Present value of Bond Face Value and Interest | |||||
n = 5 | |||||
r = 4% | |||||
Face Value | |||||
$896,000 x PV of $1 4%, 5 | |||||
$896,000 x 0.82193 | $736,449 | ||||
Interest | |||||
$44,800 x PVA of $1 4$, 5 | $199,442 | ||||
$44,800 x 4.45183 | |||||
$935,891 | |||||
2 | |||||
Date | General Journal | Debit | Credit | ||
Jan 1, 2021 | Cash | $935,891 | |||
Bonds Payable | $896,000 | ||||
Premium on Bonds Payable | $39,891 | ||||
3 | |||||
Date | Interest Paid | Interest Exp. | Amortization | Carrying Value | |
Jan 1, 2021 | $935,891 | ||||
Dec 31, 2021 | $44,800 | $37,436 | $7,364 | $928,526 | |
Dec 31, 2022 | $44,800 | $37,141 | $7,659 | $920,867 | |
Dec 31, 2023 | $44,800 | $36,835 | $7,965 | $912,902 | |
Dec 31, 2024 | $44,800 | $36,516 | $8,284 | $904,618 | |
Dec 31, 2025 | $44,800 | $36,182 | $8,618 | $896,000 | |
4 | Interest Expense | $37,436 | |||
Premium on Bonds Payable | $7,364 | ||||
Cash | $44,800 | ||||
5 | Interest Expense | $31,196 | |||
Premium on Bonds Payable | $6,137 | ||||
Cash | $37,333 | ||||