Answer:
The maximum profit and loss for this position is $3 and -$7 respectively
Explanation:
The computations are shown below:
For maximum profit:
= Strike price at the sale - stock price + put price - call price
= $42 - $39 + $0.55 - $0.55
= $3
For maximum loss:
= Strike price at purchase - stock price + put price - call price
= $32 - $39 + $0.55 - $0.55
= -$7
Simply we take the difference between the strike price ,and the stock price and after that the put and call price are adjusted
Answer:
Option (C) is correct
Explanation:
The payment is made during the discount period of 11 days so the 2% discount rate would be applicable.
Goods purchased = $112,000
Goods returned = $2,200
Discount = (Goods purchased - goods returned) × 2%
= ($112,000 - $2,200) × 2%
= $2,196
Net purchase = Goods purchased - returned - Discount
= $112,000 - $2,200 - $2,196
= $107,604
Total inventory cost = Net purchase + Freight cost
= $107,604 + $400
= $108,004
Therefore, company’s inventory increased by $108,004.
Answer:
The correct answers are: greater than; less than.
Explanation:
In the perfect competition model, the nature of the scale returns poses serious problems, whatever the case considered. Sise assumes that the returns of scale are increasing, the supply of companies is infinite; if they are constant, the offer is null, infinite or indeterminate (equilibrium case); if they are decreasing, the profit of the companies is strictly positive in the balance '. In the latter case, if they could do so, companies would be interested in dividing themselves, without any limit, into entities as small as possible.
The answer is True. Hope this helps
