The value of European Put option is 9.
<h3>What is Put option?</h3>
Under derivative securities market an option whose value depend on the underlying item where delivery is not made generally & net settlement done by squaring off the position and depends on the volatility of market.
Put Option is a bearish school of thought where investor thinks the market will decline & the value will be below the exercise price.
In hedging the position of investor make certain not better, therefore the value of put option lies between zero or difference value among the spot price & exercise price with discounting annual market interest rate:
Spot = 70
Exercise = 65
Future Price = 70 × 80% = 56
Rate = 4 % Compounded semi annually.
Value of Put = Spot Price - Exercise Price
= 56 - 65
= 9
Thus the value of put option will be 9 (65-56).
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Answer:
Correct Answer:
c. ineffective.
Explanation:
In stock market, there are so many firms upon whose stocks are being traded on by various investors. Most of these stocks could be legit while others could be fraud through price fixing or mispricing. <em>Evidence carried out has shown that, it is highly ineffective studying public information in-order to identify mispriced stocks.</em>
Answer: The optimal price is higher than market price by less than $0.50.
Explanation:
Since, it was given that Coase theorem doesn't hold in this situation, hence, the social marginal cost is greater than the private marginal cost by $0.50. The social marginal cost curve lies towards the left of demand curve.
Since the demand and supply curve are not perfectly elastic or inelastic, so the optimal equilibrium occurs at a point (price) which is greater than the prevailing market price, but the difference in the price is less than $0.50.
Therefore, the optimal price is higher than market price by less than $0.50.
Answer:
Explanation:
I think your question is missed of key information, allow me to add in and hope it will fit the original one. Please have a look at the attached photo.
Given:
- Cost $71 per linear foot
- Budge $34080 for those walls
Let X is the the length
Let Y is the width
From the photo, we can see that
(4X + 6Y)*71 = 34080
<=> (4X + 6Y) = 480
<=> Y = 80 - 
X
The are of the rectangular industrial warehouse:
A(X) = 3Y*X
<=> A(X) = 3(80 - X )X
<=>A(X) = (240-2X)X = 240X - 
So A'(X) = 240 - 4X
Let A'(X) = 0, we have:
240 - 4X = 0
<=> X = 60
=> Y =(80 - X ) = 80 - *60 = 40
So the dimension to maximize total area is: 60 in length and 40 in width
Answer:
hii there
The correct answer is option ( A )
8 Step Problem Solving Process
Step 1: Define the Problem. What is the problem?
Step 2: Clarify the Problem.
Step 3: Define the Goals.
Step 4: Identify Root Cause of the Problem.
Step 5: Develop Action Plan.
Step 6: Execute Action Plan.
Step 7: Evaluate the Results.
Step 8: Continuously Improve
Explanation:
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