17-04On January 1, 2020, Carla Company purchased 11% bonds, having a maturity value of $328,000 for $353,515.61. The bonds provi

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17-04On January 1, 2020, Carla Company purchased 11% bonds, having a maturity value of $328,000 for $353,515.61. The bonds provi

de the bondholders with a 9% yield. They are dated January 1, 2020, and mature January 1, 2025, with interest received on January 1 of each year. Carla Company uses the effective-interest method to allocate unamortized discount or premium. The bonds are classified as available-for-sale category. The fair value of the bonds at December 31 of each year-end is as follows.
2017 2018 2019 303,400 2020 $292,200 2021 $291,200 $293,200 $284,000
a. Prepare the journal entry at the date of the bond purchase.
b. Prepare the journal entries to record the interest revenue and recognition of fair value for 2017
c. Prepare the journal entry to record the recognition of fair value for 2018.

Business

1 answer:

alexandr402 [8] · Answer 1 · 2022-07-15T12:09:47+03:00

Answer:

Debt securities 328,000.00 debit

premium on Debt securities 25.515,61 debit

Cash 353,515.61 credit

cash 36,080 debit

premium on Debt securities 4,263.6 credit

interest revenue 36,080 credit

unrealized loss 14.547,99‬ debit

premium on debt securities 21.252,01‬ debit

discount on debt securities 35,800 credit

unrealized loss 10.782‬‬ debit

discount on debt securities 10.782‬ credit

Explanation:

interest will be carrying value times market rate:

353,515.61 x 9% = 31.816,40 interest

cash proceed 328,000 x 11% = 36,080

amortization on premium: 4.263,6‬

premium after proceeds:

25.515,61 - 4,263.6 = 21.252,01‬

Then, we adjust the bonds to the fair value against the premium

353,515.61 - 4,263.6 = 349.252,01‬

fair value as 2017 <u> 292,200 </u>

adjustment: 57,052.01‬

we will erase the premium and do a discount for:

328,000 - 292,200 = 35,800

we do the same process for 2018:

292,200 x 0.09 = 26.298‬

cash proceed 328,000 x 11% = 36,080

amortization on discount: 9,782

35,800 - 9,782 = 26.018‬

book value 292,200 + 9,782 = 301.982‬

fair value <u> 291,200</u>

additional discount on 10.782‬

we again have an unrealzied loss until we sale the bonds