Answer:
A) according to put call parity:
price of put option = call option - stock price + [future value / (1 + risk free rate)ⁿ]
put = $8.89 - $120 + [$120 / (1 + 8%)¹/⁴] = $8.89 - $120 +$117.71 = $6.60
B) you have to purchase both a put and call option ⇒ straddle
the total cost of the investment = $8.89 + $6.60 = $15.496, this way you can make a profit if the stock price increases higher than $120 + $6.60 = $126.60 or decreases below than $120 - $6.60 = $113.40
I think that it is A. Please Mark Brainliest!!!
Answer: C - $30,000
Explanation: Johnston Company wants to double production of Product X from 1,000 units to 2,000 units.
The variable manufacturing cost per unit is $10. The variable non manufacturing cost per unit is $20.
The selling price per unit is $50
To increase production by 1000 units
Total cost is $10 + $20 = $30
Total incremental cost = 1,000 * $30= $30,000
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