Answer:
The price of a 6-month call option on C.A.L.L. stock is $13.52
Explanation:
According to the given data we have the following:
P = Price of 6-months put option=$10.50.
So = Current price=$125
X = Exrecise price=$125
r = Risk free interest rate= 5%
T = Time 6 months = 1/2
In order to calculate the price of a 6-month call option on C.A.L.L. stock at an exercise price of $125 if it is at the money, we would have to use the formula of put-call parity as follows:
C=P+So- (<u> X )</u>
( 1+r)∧T
C=$10.50+$125-(<u>$125 )</u>
(1+0.05)∧1/2
C=$135.5-121.98
C=$13.52
The price of a 6-month call option on C.A.L.L. stock is $13.52
Under the new form of republican government in spain, the nobility lost position and may possessions. Nobility people are the people who are associated and belong to a noble class in a place or let us say in a country in which most have a hereditary life and other a honorary life is what they have.
Answer:
5575
Explanation:
The computation is shown below;
<u>Factor Elasticity Increase Effective Increase
</u>
A B A × B
Capital 0.3 10% 3.00%
Labor 0.7 5% 3.50%
Increase due to Productivity 5.00%
Total Increase in Output 11.50%
(3% + 3.5% + 5%)
Original Output 5000
Increase in Output (5000 × 11.5%) 575
Increase Output (5000 + 575) 5575
Answer:
The opportunity cost of that decision is - $250,000
Explanation:
For computing the opportunity cost, we have to use the formula of opportunity cost which is shown below:
= Return of project which is not chosen - the return of a chosen project
= $750,000 - $1,000,000
= - $250,000
Since in the question, it is given that the chosen project is X so we write the project X amount in the formula and the not chosen project of-course is Y.
Hence, the opportunity cost of that decision is - $250,000
