Larkspur Company sells 8% bonds having a maturity value of $2,000,000 for $1,848,366. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1.
Determine the effective-interest rate. (Round answer to 0 decimal places, e.g. 18%.)
The effective-interest rate |
Set up a schedule of interest expense and discount amortization under the effective-interest method. (Round intermediate calculations to 5 decimal places, e.g. 1.25124 and final answer to 0 decimal places, e.g. 38,548.)
Schedule of Discount Amortization |
||||||||
|
Interest |
Interest |
Discount |
Carrying |
||||
Jan. 1, 2020 | $ | $ | $ | $ | ||||
Dec. 31, 2020 | ||||||||
Dec. 31, 2021 | ||||||||
Dec. 31, 2022 | ||||||||
Dec. 31, 2023 | ||||||||
Dec. 31, 2024 |
Solution 1:
Period | Cash Flows | Effective Interest rate |
0 | 1848366 | 10.00% |
1 | -160000 | |
2 | -160000 | |
3 | -160000 | |
4 | -160000 | |
5 | -2160000 |
2.
Bond Amortization Schedule | ||||
Date | Interest payable | Interest Expense | Discount amortized | Carrying Amount |
01-Jan-20 | $18,48,366 | |||
31-Dec-20 | $1,60,000 | $1,84,837 | $24,837 | $18,73,203 |
31-Dec-21 | $1,60,000 | $1,87,320 | $27,320 | $19,00,523 |
31-Dec-22 | $1,60,000 | $1,90,052 | $30,052 | $19,30,575 |
31-Dec-23 | $1,60,000 | $1,93,058 | $33,058 | $19,63,633 |
31-Dec-24 | $1,60,000 | $1,96,367 | $36,367 | $20,00,000 |
Get Answers For Free
Most questions answered within 1 hours.