Answer:
$2,700
Explanation:
Calculation for what should this professor be willing to pay in rent per month
First step is to calculate the Transportation cost per week
Transportation cost = ($25*4 hrs)* 3 per week
Transportation cost =$100*3 per week
Transportation cost= 300 a week
Now let calculate the rent per month
Rent per month= $1500 + ($300*4)
Rent per month=$1,500+$1,200
Rent per month= $2,700
Therefore what should this professor be willing to pay in rent per month to live near campus if her hourly wage rate is $25 will be $2,700
When we're trying to determine a genetic foundation for intelligence and criminality we're allowing for the possibility of genetic determinism being a true thing which we obviously know it's not. For that reason it might be problematic to conclude anything about a genetic diagnosis for either of those considering there are always multiple variables which are at play.
If the supply of cell phones increases, the price of cell phones will reduce and the quantity of cell phones would increase.
<h3>What is the impact of an increase in the price of cell phones?</h3>
When the market of a good is in equilibrium and the supply for a good increases, the supply curve would shift to the right while the demand curve remains unchanged.
At the new equilibrium of the supply curve and the demand curve, price would be lower and quantity would be higher.
To learn more about an increase in supply, please check: brainly.com/question/14727864
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Work value because it is part of a job
Answer:
Plan A = 8.55%
Plan A =8.57%
Plan A =7.9%
Plan A =6.58%
Explanation:
The weighted average cost of capital can be computed by multiplying the Cost of capital (after tax) with the weights. The weighted average cost for four plans are as follows
WACC = Cost of capital x Weights
PLAN A
Weights Cost of capital WACC
Debt 3.0 % 15 % 0.45%
Preferred stock 6.0 10% 0.6%
Common equity 10.0 75% 7.5%
WACC 8.55%
PLAN B
Weights Cost of capital WACC
Debt 3.2 % 25% 0.8%
Preferred stock 6.2 10% 0.62%
Common equity 11.0 65% 7.15%
WACC 8.57%
PLAN C
Weights Cost of capital WACC
Debt 4.0 % 35 % 1.4%
Preferred stock 6.7 10% 0.67%
Common equity 10.6 55% 5.83%
WACC 7.90%
PLAN D
Weights Cost of capital WACC
Debt 7.0 % 45 % 3.15%
Preferred stock 7.6 10% 0.76%
Common equity 12.6 45% 5.67%
WACC 6.58%
