The answer & explanation for this question is given in the attachment below.
Answer:
30,000 units
Explanation:
we can use the economic order quantity formula:
EOQ = √(2SD/H)
where:
- S = order cost (per purchase order) ≈ production run cost = $900
- D = demand in units (annual basis) ≈ production requirement = 1,500,000 units
- H = holding costs (per unit, per year) = $3 per item, per year
EOQ = √[(2 x $900 x 1,500,000) / $3] = 30,000 units
Answer:
The value of the stock at start-up = $67.5
Explanation:
According to the dividend valuation model , the current price of a stock is the present value of the expected future dividends discounted at the required rate of return
This principle can be applied as follows:
The value of stock today is the present value of the future return discounted at the required rate of return
The return can be computed as the ROE × Book value of share
Return = 15%× 30 =4.5
Price of stock today = D× (1+g)/r-g
D= current return, g- growth rate, r-required rate of return
DATA: D= 4.5, g= 5%, r= 12%
PV = 4.5× (1.05)/(0.12-0.05)
= 67.5
The value of the stock at start-up = $67.5
Answer:
$9.00.
Explanation:
The computation of the value of a put option is shown below:
Data provided in the question
Current price of the stock = $50
Risk free rate = 6%
Strike price = $55
Sale price = $7.20
Based on the above information
The value of put option is
Put = V - P + X exp(-r
t)
= $7.20 - $50 + $55 e
RF - 0.06(1)
= $7.20 - $50 + $51.80
= $9.00
Hence, the value of put option is $9
Im pretty sure its C
hope this helps best of luck :)
