Answer:
The projects which maximize Vanguard's shareholder wealth are Project A; Project B; Project D.
Explanation:
Projects which maximize the shareholder value are projects delivering Expected Returns which are higher than its risk-adjusted weighted average cost of capital (WACC).
As a result, Project A with Expected return of 15% and risk adjusted WACC of 12%; Project B with Expected return of 12% and risk adjusted WACC of 10%; Project D with Expected return of 9% and risk adjusted WACC of 8%; are the projects that maximize the shareholder's value.
On the other hand, Project C with Expected return of 11% and risk adjusted WACC of 12% is harmful to shareholder value.
A person in the organization has the ability to given bonuses to employees as part of a corporate compensation program. This is an example of reward power.
<h3>What is reward power?</h3>
This is a term that is used formally in the workplace to refer to a power that has been given by people to give out rewards to other workers in the workplace.
A supervisor who gives incentives to workers is an example of a person that holds such a power.
Raed more on reward power here:
brainly.com/question/4068765
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Answer:
Explanation:
Selling price per unit (next year) = 30 + 10 % of 30 = $33
Variable cost per unit (next year) = 30 * 40 % = $12
Contribution per unit (next year) = Selling price per unit (next year) - Variable cost per unit (next year) = 33 - 12 = $21
Fixed expenses = $68,250
Break even point (in units) = Fixed expenses / Contribution per unit.
Break even point (in units) = 68,250 / 21
= $3,250
Answer:
Account Title Dr Cr
Supplies Expense (22,150+9,350-8,810)..............22690
Supplies....................................................................................22690
Interest Receivable .....................................................450
Interest Revenue .......................................................................450
Rent Revenue.............................................................$7,000
Unearned Revenue...............................................................$7,000
Answer:
Explanation:
Let x be the amount loaned at 7% and ($19,000 - x) be the amount loaned at 15%
Given:
Interest incurred at 7%, I1 + Interest incurred at 15%, I2 = $2000
Interest, I = amount × rate
I1 = 7/100 × x
I2 = 15/100 × ($19,000 - x)
From the above expressions,
(0.07)x + (0.15) × ($19,000 - x) = $2,000
Solving for x,
0.07x + 2850 - 0.15x = 2000
Collecting like terms,
0.08x = 850
x = $10625
The amount loaned at 7% interest is
$10625
The amount loaned at 15% interest is ($19000 - $10625)
= $8375
