Evermaster corporation issued $100,000 of 8% term bonds on Jan 1, 2017, due on Jan 1, 2022, with interest payable each July 1 and jan 1. The yield rate is 10%. Assume a Dec 31 year-end.
a. Prepare an amortization schedule using the effective interest method.
b. Prepare the journal entry on Jan 1, 2022.
Solution a:
Computation of bond price | |||
Table values are based on: | |||
n= | 10 | ||
i= | 5.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.61391 | $100,000.00 | $61,391 |
Interest (Annuity) | 7.72173 | $4,000.00 | $30,887 |
Price of bonds | $92,278 |
Bond Amortization Schedule - Effective interest method | |||||
Date | Cash Paid | Interest Expense | Discount Amortized | Unamortized Discount | Carrying Value |
1-Jan-17 | $7,722 | $92,278 | |||
1-Jul-17 | $4,000 | $4,614 | $614 | $7,108 | $92,892 |
1-Jan-18 | $4,000 | $4,645 | $645 | $6,464 | $93,536 |
1-Jul-18 | $4,000 | $4,677 | $677 | $5,787 | $94,213 |
1-Jan-19 | $4,000 | $4,711 | $711 | $5,076 | $94,924 |
1-Jul-19 | $4,000 | $4,746 | $746 | $4,330 | $95,670 |
1-Jan-20 | $4,000 | $4,784 | $784 | $3,546 | $96,454 |
1-Jul-20 | $4,000 | $4,823 | $823 | $2,724 | $97,276 |
1-Jan-21 | $4,000 | $4,864 | $864 | $1,860 | $98,140 |
1-Jul-21 | $4,000 | $4,907 | $907 | $953 | $99,047 |
1-Jan-22 | $4,000 | $4,952 | $952 | $0 | $100,000 |
Solution b:
Journal Entries - Evermaster corporation | |||
Date | Particulars | Debit | Credit |
1-Jan-22 | Bond Payable Dr | $100,000.00 | |
Interest payable Dr | $4,000.00 | ||
To Cash | $104,000.00 | ||
(To record payment of interest and principal at maturity) |
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