In: Accounting
On January 1, 2018, Bradley Recreational Products issued $150,000, 12%, four-year bonds. Interest is paid semiannually on June 30 and December 31. The bonds were issued at $141,044 to yield an annual return of 14%. (FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided.) Required: 1. Prepare an amortization schedule that determines interest at the effective interest rate. 2. Prepare an amortization schedule by the straight-line method. 3. Prepare the journal entries to record interest expense on June 30, 2020, by each of the two approaches. 5. Assuming the market rate is still 14%, what price would a second investor pay the first investor on June 30, 2020, for $21,000 of the bonds?
Solution 1:
| Bond Amortization Schedule - Effective interst method | |||||
| Period | Cash Paid | Interest Expense | Discoount Amortized | Unamortized Discount | Carrying Value | 
| 1-Jan-18 | $8,956 | $141,044 | |||
| 30-Jun-18 | $9,000 | $9,873 | $873 | $8,083 | $141,917 | 
| 31-Dec-18 | $9,000 | $9,934 | $934 | $7,149 | $142,851 | 
| 30-Jun-19 | $9,000 | $10,000 | $1,000 | $6,149 | $143,851 | 
| 31-Dec-19 | $9,000 | $10,070 | $1,070 | $5,080 | $144,920 | 
| 30-Jun-20 | $9,000 | $10,144 | $1,144 | $3,935 | $146,065 | 
| 31-Dec-20 | $9,000 | $10,225 | $1,225 | $2,711 | $147,289 | 
| 30-Jun-21 | $9,000 | $10,310 | $1,310 | $1,400 | $148,600 | 
| 31-Dec-21 | $9,000 | $10,400 | $1,400 | $0 | $150,000 | 
Solution 2:
| Bond Amortization Schedule - Straight line method | |||||
| Period | Cash Paid | Interest Expense | Discoount Amortized | Unamortized Discount | Carrying Value | 
| 1-Jan-18 | $8,956 | $141,044 | |||
| 30-Jun-18 | $9,000 | $10,120 | $1,120 | $7,837 | $142,164 | 
| 31-Dec-18 | $9,000 | $10,120 | $1,120 | $6,717 | $143,283 | 
| 30-Jun-19 | $9,000 | $10,120 | $1,120 | $5,598 | $144,403 | 
| 31-Dec-19 | $9,000 | $10,120 | $1,120 | $4,478 | $145,522 | 
| 30-Jun-20 | $9,000 | $10,120 | $1,120 | $3,359 | $146,642 | 
| 31-Dec-20 | $9,000 | $10,120 | $1,120 | $2,239 | $147,761 | 
| 30-Jun-21 | $9,000 | $10,120 | $1,120 | $1,120 | $148,881 | 
| 31-Dec-21 | $9,000 | $10,120 | $1,120 | $0 | $150,000 | 
Solution 3:
| Journal Entries - Effective interest | |||
| Event | Particulars | Debit | Credit | 
| 30-Jun-20 | Interest expense Dr | $10,144.00 | |
| To Cash | $9,000.00 | ||
| To Discount on bond payable | $1,144.00 | ||
| (To record interest expense) | |||
| Journal Entries - Straight line method | |||
| Event | Particulars | Debit | Credit | 
| 30-Jun-20 | Interest expense Dr | $10,120.00 | |
| To Cash | $9,000.00 | ||
| To Discount on bond payable | $1,120.00 | ||
| (To record interest expense) | |||
Solution 5:
Price to be paid by second investor to first investor on 30.06.2020 for $21,000 bond = Carrying value of bond on 30.06.2020 under effective interest method * $21,000 / $150,000
= $146,065*$21,000 / $150,000 = $20,449