The annual Dividend (D0) = $1.10
D1 = $1.10 * (1+0.21)^1 = $1.33
D2 = $1.10* (1+0.21)^2 = $1.61
D3 = $1.10* (1+0.21)^3 = $1.95
D4 = $1.10 * (1+0.21)^4 = $2.36
D5 = $1.10*(1+0.05) = $2.48
Now the price of the stock at the end of the fourth year (P4) = $2.48/(0.085-0.05)
P4 = $2.48 / (0.035)
P4 = $70.85
Now the Price of the stock (P0) = $1.33/(1+0.085) + $1.61/(1+0.085)^2 +$1.95/(1+0.085)^3 + $2.36/(1+0.085)^4 + $70.86/(1+0.085)^4
Price of the stock (P0) = $1.23 +$1.37 + $1.53 + $1.70 + $51.13
Price of the stock (P0) = $56.86
Therefore the correct option is d, $56.86
There are several negative effects..It is usually more expensive, it will also reduce GDP .ect
Answer:
Raw materials used during November was $34,800.
Explanation:
The formula for Raw Materials Used is given below:
Opening Raw Materials + Purchases - Closing Raw Materials = Raw Materials Used
Putting Values:
⇒ Raw Materials Used = 7,600 + 31,500 - 4,300 = $34,800.
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Answer:
A.8.85%
Explanation:
Computation to determine the weighted average cost of capital for Zonk based on the new capital structure.
First step is to calculate the Cost of equity capital using this formula
Cost of equity capital = Risk free rate + (Beta*Market premium)
Let plug in the formula
Cost of equity capital = 2.3% + (1.13*5.3%)
Cost of equity capital=8.28%
Now let determine theWeighted average cost capital
Weighted average cost capital = [.70*.14*(1-.35)]+(.30*.0828)
Weighted average cost capital= [.70*.14*.65]+.02484
Weighted average cost capital=0.0637+.02484
Weighted average cost capital= .0885*100
Weighted average cost capital= 8.85%
Therefore the weighted average cost of capital for Zonk based on the new capital structure is 8.85%