Answer:
$21.44
Explanation:
Calculation for the cost per equivalent unit for materials for the month in the first processing department
First step
Units completed and transferred out $7,500
Ending inventory($800+$8,400-$7,500)*70% Ending inventory =1,700*70%
Ending inventory =$1,190
Equivalent units for Materials $8,690
($7,500+$1,190)
Total materials costs $186,300
Second step
Cost per equivalent unit for materials=Total materials costs÷ Equivalent units for Materials
Cost per Equivalent unit for Materials $186,300÷$8,690
Cost per Equivalent unit for Materials=$21.44
Therefore the cost per equivalent unit for materials for the month in the first processing department is closest to $21.44
Answer:
The portfolio SD is A. 20.65%
Explanation:
The standard deviation tells the total risk (both systematic and unsystematic) associated with a stock or a portfolio. The portfolio risk or the standard deviation of portfolio can be calculated using the following formula as attached in the picture below.
Using this formula, the standard deviation of the portfolio is:
SDp = √(0.3)² * (0.2)² + (0.7)² * (0.25)² + 2 * (0.3)*(0.7) * 0.4 * (0.2)*(0.25)
Portfolio SD = 0.20645 or 20.645% rounded off to 20.65%
Answer:
The cash flow mark to market proceeds = $754.45
Explanation:
The current index value after 12 months = current stock index * (1 + risk free - dividend yield)^12
= 1800 * (1 + 0.50% - 0.20%)^12
The current index value after 12 months = 1865.88
The future index value after 12 months = future stock index * (1 + risk free - dividend yield)^12
= 1820 * (1 + 0.50% - 0.20%)^11
The future index value after 12 months= 1880.97
The cash flow mark to market proceeds = (future index future value - current index future value) * multiplier
= (1880.97 - 1865.88) * 50
The cash flow mark to market proceeds = $754.45
Answer:
The firm's cost of equity is C. 14.05 percent
Explanation:
Hi, we need to use the following formula in order to find the cost of equity of this firm.
Where:
r(e) = Cost of equity
rf = risk free rate
rm = Market rate of return
Everything should look like this.
So, this firm´s cost of equity is 14.05%
Best of luck
