Answer:
WACC for A: 9.05%
WACC for B: 9.50%
WACC for C: 12.20%
WACC for D: 12.65%
Explanation:
WACC for a division will be equal: Percentage of Debt in capital employed by the Division x Cost of Debt + Percentage of Equity in capital employed by the Division x Cost of equity = 50% x 6% + 50% x ( Risk free rate + Beta of each Division x Risk premium) = 3% + 50% x ( 4% + beta of each Division x Risk premium)
Risk premium for the 4 Divisions is equal to (Cost of equity for the whole firm - Risk free rate) / beta = 9%
Thus WACC for a division will be equal: 3% + 50% x ( 4% + beta of each Division x 9%).
Substitute beta of each Division from A to D provided in the question, we have: WACC for A: 9.05%; WACC for B: 9.5%; WACC for C: 12.2%; WACC for D: 12.65%.
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Answer:
d. 301,000
Explanation:
Given that the cost per textbook is $27, we know that the addition of variable and fixed Cost gives total cost.
We will multiply variable cost per textbook of $20 with current volume of book sold per year 43,000, which gives a total variable cost of $860,000.
Also, total cost would be 43,000 multiplied with $27 , which is $1,161,000 minus the total variable cost of $860,000 equals $301,000 which is the associated fixed cost.
Answer:
The Capacity utilization rate is 73.94 units per hour for the month.
Explanation:
Provided data,
Output rate = 160 units per hour
In the month of July,
Total production hour = 295 hours.
Total units = 34900 units.
Ideal output units in the month of July = output rate × total production hour
= 160 × 295
= 47200 units.
Capacity utilization rate of production shop is given by,
Utilization rate = (output unit in July ÷ idea output) × 100
= (34900 ÷ 47200) × 100
= 0.7394 × 100
= 73.94 units per hour
So, the Capacity utilization rate is 73.94 units per hour for the month.
Answer:
The expected return of your portfolio is 6.02%
Explanation:
Stock Value Expected Rate of return Weightage
A $200 8% $200/$300 = 0.67
B $100 2% $100/$300 = 0.33
Expected Rate of return = ( Expected rate of return Stock A x Weightage of Stock A ) + ( Expected rate of return Stock B x Weightage of Stock B )
Expected Rate of return = ( 8% x 0.667 ) + ( 2% x 0.33 )
Expected Rate of return = 0.0536 + 0.0066 = 0.0602 = 6.02%