Calculation of Direct Material Budget for the month of July:
Budgeted production (Units) for July 5,000
Material required per unit (pounds) 3
Material requirement for July (pounds) = (5000 units * 3 pounds) 15,000
Add: Ending material inventory (5300 units * 3 pounds* 30%) 4,770
Less: Beginning material inventory 4,500
Direct Material Purchase (Pounds) (15000+4770-4500) = 15,270
Cost per pound of Metrial ($) $6.00
Direct Material Purchase ($) (15270 pounds * $6) = $91,620
Answer:
D. Engaging in active portfolio management to enhance returns
Explanation:
The criterion which is most appropriate to use in this
case would be <u>“subjective discomfort”.</u>
<u>
</u>
Subjective discomfort is one of
the signs of abnormality when a person experiences a great deal of emotional
distress while appealing in a particular behavior.
Answer:
Weight of equity = 0.31067 or 31.067% or 96/309
Explanation:
WACC or weighted average cost of capital is the cost of a firm's capital structure which can comprise of debt, preferred stock and common equity. The WACC for a firm can be calculated as follows,
WACC = wD * rD * (1-tax rate) + wP * rP + wE * rE
Where,
- w represents the weight of each component based on market value in the capital structure
- r represents the cost of each component
- D, P and E represents debt, preferred stock and common equity respectively
To calculate the weight of equity in WACC computation, we first need to find out the Market value(MV) of each component and the market value of the overall capital structure.
MV of common equity = 8 million shares * 12 per share
MV of common equity = $96 million
MV of Preferred stock = 6 million shares * 30 per share
MV of Preferred stock = $180 million
The bonds are usually have a par value of $1000 unless specified otherwise.
MV of debt = 30 thousand * $1000 * 110%
MV of debt = $33 million
MV of total capital Structure = 96 + 180 + 33 => $309 million
Weight of equity = 96 / 309
Weight of equity = 0.31067 or 31.067% or 96/309
