E14.7 need help
E14.6 (LO 1) (Amortization Schedule-Straight-Line) Devon Harris Company sells 10% bonds having a maturity value of $2,000,000 for $1,855,816. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1.
Instructions
Set up a schedule of interest expense and discount amortization under the straight-line method. (Round answers to the nearest cent.)
E14.7 (LO 1) (Amortization Schedule–Effective-Interest) Assume the same information as E14.6.
Effective-Interest Method (12%) | |||||
Year | Interest Payment | Interest Expense | Amortization of Bonds Discount | Bond Discount | Book Value |
Jan 1, 2020 | 144,184 | 1,855,816 | |||
Jan 1, 2021 | $200,000 | 222,698 | 22,698 | 121,486 | 1,878,514 |
Jan 1, 2022 | $200,000 | 225,422 | 25,422 | 96,064 | 1,903,936 |
Jan 1, 2023 | $200,000 | 228,472 | 28,472 | 67,592 | 1,932,408 |
Jan 1, 2024 | $200,000 | 231,889 | 31,889 | 35,703 | 1,964,297 |
Jan 1, 2025 | $200,000 | 235,716 | 35,703 | -0 | 2,000,000 |
Working | |||||
Interest Payment = $2,000,000 x .10 = $200,000 | |||||
Interest Expense = $1,855,816 X .12. = $222,698 |
E14.7 (LO 1) (Amortization Schedule–Effective-Interest) Assume the same information as E14.6.
E14.6 (LO 1) (Amortization Schedule—Straight-Line) Devon Harris Company sells 10% bonds having a maturity value of $2,000,000 for $1,855,816. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1. Instructions Set up a schedule of interest expense and discount amortization under the straight-line method. (Round answers to the nearest cent.)
(Amortization Schedule—Straight-Line) Devon Harris Company sells 10% bonds having a maturity value of $2,000,000 for $1,855,816. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1. Instructions Set up a schedule of interest expense and discount amortization under the straight-line method. (Round answers to the nearest cent.) prepare journal entries for the issuance of the bonds, 2 years of interest payments, and retirement at maturity. Assume the same information,Using 12% effective...
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> Halo, I got almost the same question, but with different year
Could you explain how did you get the 12%?
Because I didn't understand that part
Ni Luh Lemi Sushmita Devi Thu, Oct 21, 2021 9:07 PM