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prohojiy [21]
2 years ago
7

On January 1, 2020, Ivanhoe Company purchased 12% bonds, having a maturity value $325,000 for $349,639.81. The bonds provide the

bondholders 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. 2020 $347,400 2023 $334,900 2021 $333,800 2024 $325,000 2022 $332,800 (a) Prepare the journal entry at the date of the bond purchase. (b) Prepare the joumal entries to record the interest revenue and recognition of fair value for 2020. (c) Prepare the journal entry to record the recognition of fair value for 2021. (Round answers to 2 decimal places, e.g. 2,525.25.
Business
1 answer:
Iteru [2.4K]2 years ago
4 0

Answer:

a.                           Ivanhoe Company

                               Journal Entries

Date        Particulars and Explanation          Debit              Credit

1-Jan-20   Investment in Bond                   $325,000

                 Premium on bond investment $24,639.81  

                        To Cash                                                      $349,639.81

                 (Being investment in bond recorded)

b.                           Ivanhoe Company

                               Journal Entries

Date          Particulars and Explanation       Debit        Credit

31-Dec-20  Interest receivables                  $39,000

                          To Interest revenue                              $34,963.98

                           ($349,639.81*10%)

                           To Premium on bond investment        $4,036.02

                (Being revenue recognition for bond interest

                  and premium amortized)

31-Dec-20     Fair value adjustment              $1,796.21

                         To Unrealized holding gain or loss (OCI) $1,796.21

                          [$347,400 - ($349,639.81 - $4,036.02)]

                   (To record adjustment fair value)  

c.                             Ivanhoe Company

                               Journal Entries

Date            Particulars and Explanation          Debit        Credit

31-Dec-21     Unrealized holding gain or loss  $9,160.38  

                           To Fair value adjustments                        $9,160.38

                           ([$349,639.81 - $4,036.02 - $4,439.62  

                            + $1,796.21) - $333,800]

                     (To record adjustment fair value)

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<u>From the problem:</u>
The value of stock is $10.80
D1 is $0.40
g is 0.08

k is unknown

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Rearranging the equation for Gordon Growth Model to solve for k:

k = (D1/P0) + g

Substituting the variables with the given values, 

k = (0.40/10.80) + 0.08
k = 0.1170

In percent form, this is
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The consumer price index measures the weighted price of basket of goods . It is useful for calculating inflation and comparing how the purchasing value of the US dollar has decreased in time. Basically what this shows us, is that $1 in 1924 would purchase the same amount of goods as $118.53 in 2008.

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That statement is true.

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Internal weakness in SWOT analysis refers to  consist of the things from within the company that can create some sort of damage to the company's operation if not taken care of.

Leaving internal weakness unfixed with heavily damage the productivity of company. Not only that, it could also damage the market's perception toward the company. When the customers have completely lost faith in the quality of company's product, there is almost nothing the company can do to fix it.

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Option (D) is the right answer.

Explanation:

According to the scenario, the most appropriate answer is option (D) because public goods are given by the government and It can be used by everyone at a time and without any cost.

While the other options are incorrect because of the following reasons:

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Geometric average return = ({(1 + r_1)\times(1 + r_2).......\times(1 + r_n)})^\frac{1}{n}- 1

Thus,

For the given returns on stock

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=[ (1 + 0.12)\times(1 + 0.16)\times(1 + 0.10)\times(1 + 0.19)\times(1 + 0.15)\times(1 + (- 0.06)) ]^{\frac{1}{6}}-1

= [ 1.12\times1.16\times1.10\times1.19\times1.15\times0.94 ]^{\frac{1}{6}}-1

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= 0.1068 × 100%

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