Answer:
$9.00.
Explanation:
The computation of the value of a put option is shown below:
Data provided in the question
Current price of the stock = $50
Risk free rate = 6%
Strike price = $55
Sale price = $7.20
Based on the above information
The value of put option is
Put = V - P + X exp(-r
t)
= $7.20 - $50 + $55 e
RF - 0.06(1)
= $7.20 - $50 + $51.80
= $9.00
Hence, the value of put option is $9
Answer: necessity entrepreneur
Explanation: While an entrepreneur is described as someone who organizes and operates a business venture and assumes much of the associated risks, necessity entrepreneurs only do so out of necessity (the quality or state of being necessary, unavoidable, or absolute requisite). As such, they are individuals ranging from educated persons to street sellers especially in developing countries who create small businesses or enterprises out of the need to survive. In Michael Peters' case, he lost his job due to downsizing which caused him to apply his skills and talents to starting up a business.
Answer:
I have to identify the risk factors in the project and then gauge the willingness of the company to take such risks.
Explanation:
Risk tolerance is the willingness of an organization or an individual to take certain risks. The risk tolerance level of a person or organization can be classified as either high or low. For a project manager who wants to determine the risk tolerances associated with his project, he has to first identify the risk factors, and then try to know the risk level and if indeed this level is acceptable within the organization's culture and standard.
The project manager would do well to plot a graph that would show the probability of a risky action happening or not. A risk tolerance line is now obtained from where the project manager can know if that risk is tolerable by organization standards. The extent of job security would also help in determining the amount of risk a manager can take. However, they are still expected to stay within the standards of the organization.
Answer:
The ramp on a railway station has a rough surface to increase friction so that we do not slip while walking on it. If the surface is smooth, then the frictional force between the ramp and the feet becomes less and the chances of slipping are greater