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alex41 [277]
3 years ago
13

Arondale Aeronautics has perpetual preferred stock outstanding with a par value of $100. The stock pays a quarterly dividend of

$3.00, and its current price is $125. What is its nominal annual rate of return? Do not round intermediate calculations. Round your answer to two decimal places. 9.6 % What is its effective annual rate of return? Do not round intermediate calculations. Round your answer to two decimal places. 9.95 %
Business
1 answer:
german3 years ago
4 0

Answer:

Annual Rate of Return = 12%

Effective Annual Rate of Return = 9.6%

Explanation:

Nominal Annual Rate of return = \frac{Dividend\: per\: share\: for\: each\: year}{Par\: price\:per\:share} \times 100

Annual Dividend per share = $3 per quarter \times 4 = $12 per share

Current price per share = $125

Par Price per share = $100

Thus Annual Rate of return = $12/$100 = 12%

Effective Annual Rate of Return = \frac{Dividend\: per\: share\: for\: each\: year}{Current\: price\:per\:share} \times 100

= \frac{12}{125} \times 100 = 9.6%

Final Answer

Annual Rate of Return = 12%

Effective Annual Rate of Return = 9.6%

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Answer:

See the explanation below.

Explanation:

1 a. Calculate the number of tickets Sunset must sell each month to break even.

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Selling price = 6% * $1,500 = $90 per ticket

Variable  cost per unit = $40 per ticket

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Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $50 =  470 tickets

2 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

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Contribution margin per unit = $60 – $40 = $20 per ticket

Fixed cost = $23,500

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3 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $20 = 1,675 tickets

Comment:

Due a fall in commission, there are appreciable increases in the break-even point and the number tickets that have to be sold to meet a targeted operating income of $10,000.

4 a. Calculate the number of tickets Sunset must sell each month to break even.

Selling price = $60 + $5 = $65 per ticket

Variable  cost per unit = $40 per ticket

Contribution margin per unit = $65 – $40 = $25 per ticket

Fixed cost = $23,500

Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $25 =  940 tickets

4 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $25 = 1,340 tickets

Comment:

The $5 delivery fee brings about an increased contribution margin higher than before, which makes both the break-even point and the tickets sold to achieve operating income of $10,000 to fall.

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