Answer:
A) according to put call parity:
price of put option = call option - stock price + [future value / (1 + risk free rate)ⁿ]
put = $6.93 - $125 + [$140 / (1 + 5%)¹/⁴] = $6.93 - $125 +$138.30 = $20.23
B)
you have to purchase both a put and call option ⇒ straddle
the total cost of the investment = $6.93 + $20.23 = $27.16, this way you can make a profit if the stock price increases higher than $125 + $20.23 = $145.23 or decreases below than $125 - $20.23 = $104.77
Answer:
The incremental income from processing the oranges into orange juice would be =$51000.
Explanation:
Incremental income from further process= (Selling price per unit- Additional cost per unit)*No. of units sold
= ($66 per unit-$15 per unit)*1000 units
= $51000
Answer:
Option (B) is correct.
Explanation:
XA + XB = 100
QA = 100XA
QB = 200XB - XB^2
Use the fact that,
XA = 100 - XB
Now total production is Q = QA + QB
Q = 100XA + 200XB - XB^2
Q = 100 × (100 - XB) + 200XB - XB^2
Q = 10,000 + 100XB - XB^2
Output is maximum when Q'(XB) = 0
100 = 2XB = 0
XB = 50
XA = 50
Therefore, the firm’s profit-maximizing allocation of input X is 50 units of XA and 50 units of XB.
Answer:
D) Expected purchase price of each product.
Explanation:
According to my research a "Sales Budget" is a companies estimation of sales for any given financial period of the year. This being the case we can say that the item that is NOT needed would be the expected purchase price of each product. This is because they already have the overall expenses for that period, and in a sales budget they just need to calculate the selling price and units expected to sell in order to estimate the profit.
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