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Anon25 [30]
3 years ago
11

JackITs has 5.0 million shares of common stock outstanding, 1.0 million shares of preferred stock outstanding, and 20.00 thousan

d bonds. If the common shares are selling for $28.00 per share, the preferred share are selling for $13.50 per share, and the bonds are selling for 98.00 percent of par, what would be the weight used for equity in the computation of JackIT's WACC?
Business
1 answer:
Leya [2.2K]3 years ago
7 0

Answer:

80.88; 7.80; 11.32

Explanation:

Common Stock:

Value = Number × Price

          = 5,000,000 × $28

          = $140,000,000

Preferred Stock:

Value = Number × Price

          = 1,000,000 × $13.50

          = $13,500,000

Bonds:

Value = Number × Price

          = 20,000 × $980

          = $19,600,000

Total value = $140,000,000+ $13,500,000 + $19,600,000

                   = 173,100,000

Weight of common stock = Respective Value ÷ Total Value

                                          = $140,000,000 ÷ 173,100,000

                                          = 80.88

Weight of preferred stock = Respective Value ÷ Total Value

                                          = $13,500,000 ÷ 173,100,000

                                          = 7.80

Weight of Bonds = Respective Value ÷ Total Value

                            = $19,600,000 ÷ 173,100,000

                            = 11.32

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3 years ago
Is the concept of a team bonding through the subjugation and humiliation of some of its junior members valid, or do these behavi
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3 0
3 years ago
Street Company's fixed expenses total $150,000, its contribution margin ratio is 40% and its selling price per unit is $11.25. B
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Answer:

Break-even point in units= 33,333.33 units

Explanation:

<em>The break-even point (BEP) is the quantity of each product to be sold such that the business makes no profit or loss. </em>

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The Break-even point in sales = Total general fixed cost / Contribution per unit margin

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The correct answer is that there was $3,080 worth of office supplies purchased during the period.

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$3.30+$0.66=$3.96

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