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dezoksy [38]
3 years ago
10

Fogel Co. has $4,000,000 of 8% convertible bonds outstanding. Each $1,000 bond is convertible into 30 shares of $30 par value co

mmon stock. The bonds pay interest on January 31 and July 31. On July 31, 2018, the holders of $1,280,000 bonds exercised the conversion privilege. On that date the market price of the bonds was 105 and the market price of the common stock was $36. The total unamortized bond premium at the date of conversion was $280,000. Fogel should record, as a result of this conversion, a
a. credit of $217,600 to Paid-in Capital in Excess of Par.

b. credit of $192,000 to Paid-in Capital in Excess of Par.

c. credit of $89,600 to Premium on Bonds Payable.

d. loss of $12,800.
Business
1 answer:
Wewaii [24]3 years ago
3 0
The total unamortized bond premium at the date of conversion was $280,000. Fogel should record, as a result of this conversion, a  <span>credit of $217,600 to Paid-in Capital in Excess of Par. Thee answer is A. 

Thank you for posting your question here at brainly. I hope the answer will help you. Feel free to ask more questions.
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Answer:

Arc price elasticity of demand = -0.273

Explanation:

This problem is solved as follows:

1. Identify the data.

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Hokkaido      1.5 / month                   10y

Outpatient visits equal the quantities demanded of the service. Therefore, we can say that:

Qt (Outpatient visits in Tokyo) = 1.25 / month

Qh (Outpatient visits in Hokkaido) = 1.5 month.

With the following prices:

Pt (Price in Tokyo) = 20y

Ph (Price in Hokkaido) = 10 y

2. Apply the formula to calculate arc-elasticity of demand:

Ep^{arc} = \frac{Pt+Ph}{Qt+Qh} *\frac{Qh-Qt}{Ph-Pt}

We replace the data:

Ep^{arc} = \frac{20+10}{1.25+1.5} *\frac{1.5-1.25}{10-20}

Ep^{arc}= \frac{30}{2.75} *\frac{0.25}{-10} = 10.91 *-0.025

Ep^{arc} = -0.27275

Final answer: -0.27275 or -0.273

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<h3>What is Compliance?</h3>

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