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Wittaler [7]
3 years ago
13

Oil Well Supply offers 7.5 percent coupon bonds with semiannual payments and a yield to maturity of 7.68 percent. The bonds matu

re in 6 years. What is the market price per bond if the face value is $1,000?
Business
1 answer:
galina1969 [7]3 years ago
5 0

Answer:

$991.47

Explanation:

We use the present value formula in this question that is shown on the attachment below:

Given that,  

Future value = $1,000

Rate of interest = 7.68%  ÷ 2 = 3.84%

NPER = 6 years × 2 = 12 years

PMT = $1,000 × 7.5% ÷ 2  = $37.5

The formula is shown below:

= -PV(Rate;NPER;PMT;FV;type)

So, after solving this, the market price per bond is $991.47

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On December 1, 2018, your company borrowed $15,000, a portion of which is to be repaid each year on November 30. Specifically, y
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Answer:

Explanation:

The loan will be reported in the December 31, 2019 and 2018, balance sheets, is shown below:-

                              Balance sheet(Partial)

                                                 As of December 31

                                                      2016        2015

Current liabilities

Current portion of long term debt $3,000   $2,000

Long term liabilities

Long term debt                              $10,000   $13,000

Total liabilities                                $13,000     $15,000

On December 2018 we represent the current liability of $2,000 loan because of year 31 December 2019 within of one year and the left portion of the loan represent as long term liability because it is not within one year from the balance sheet.

On December 2019 Loan remains outstanding $13,000 ($2,000 repaid on November 2019) from this amount, on November 30, $3,000 is due. So, $3,000 should be represented as current liability and the left balance $10,000 represented as long term debt.

8 0
4 years ago
In 2020, Susan retired from her active participation in a 50% owned restaurant business, which she owned for 20 years. Susan is
icang [17]

Question Completion with Options:

a. Susan cannot deduct the $80,000 loss from the restaurant because she is not a material participant.

b. Susan can offset the $80,000 loss against the $150,000 of income from the retail store.

c. Susan will not be able to deduct any losses from the restaurant until she has been retired for at least three years.

d. Assuming Susan continues to hold the interest in the restaurant, she will always treat the losses as active.

Answer:

Susan

b. Susan can offset the $80,000 loss against the $150,000 of income from the retail store.

Explanation:

Susan can offset the $80,000 loss from the restaurant business against the income from the retail store because she has been an active and material participant in both businesses.  For the past 20 years, she had participated materially in the restaurant, only just retiring this year.   At least, she has passed the material participant test, number 5.

7 0
3 years ago
In what way did the GI Bill contribute to the growth of professional and white-collar jobs ? A.by providing US laborers with new
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<span>GI Bill contributed to the growth of professional and white-collar jobs </span><span>by granting US veterans benefits to attend universities.  The answer is C. </span>
8 0
4 years ago
On January 2, 2020, Sheffield Corp. began construction of a new citrus processing plant. The automated plant was finished and re
djverab [1.8K]

Answer:

1. What were the weighted-average accumulated expenditures for 2020?

  • c. $1,200,000

$600,000 x 12/12 (from January to December) = $600,000

<u>$1,800,000 x 4/12 (from October to December) = $600,000 </u>

total                                                                          $1,200,000

2. The interest capitalized for 2020 was:

  • b. $144,000

$1,200,000 x 12% = $144,000

3. What were the weighted-average accumulated expenditures for 2021 by the end of the construction period?

  • d. $4,158,000

$600,000 x 9/12 (from January to September) = $450,000

$1,800,000 x 9/12 (from January to September) = $1,350,000

$1,800,000 x 9/12 (from January to September) = $1,350,000

$144,000 x 9/12 (from October to December) = $108,000

<u>$1,800,000 x 6/12 (from April to September) = $900,000 </u>

total                                                                          $4,158,000

4. The interest capitalized for 2021 was:

  • b. $354,915

$3,300,000 x 12% x 9/12 = $297,000

<u>($4,158,000 - $3,300,000) x 9% x 9/12 = $57,915</u>

total                                                        $354,915

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