Answer:
x1 = 4891.294
Explanation:
given data
mean μ = $5,793
standard deviation σ = $439
solution
we know here that
P(x < x1 ) = 0.02 .................1
so
so
= invNorm(0.02)
so
x1 = μ + σ × invNorm(0.02) .....................2
we use here table for invNorm(0.02) and put value in eq 2
x1 = 5793 + 439 × (-2.054 )
x1 = 4891.294
Answer:
B) inside director
Explanation:
An inside director is a member of the board of directors that is also an employee of the company. Usually inside directors should be part of the top management of the company, but in some particular cases that may not apply (e.g. in European cooperatives unions are represented by one member in the board).
It doesn't matter if the directors are inside or outside directors (don't work in the company), they all have a duty of care to the company.
The inability of sole proprietors to provide fringe benefits to their employees can affect the service rendered to customers. Without fringe benefits, the employer will not be able to attract quality applicants for his business. He may have to settle for less qualified staff who may not be able to provide clients with excellent service.
Answer:
Can be no lower than its world beta
Explanation:
For most countries and most firms, the domestic country beta c<u>an be no lower than its world beta.</u>
Answer:
7.7%
Explanation:
Given :
Risk free rate of return = 4%
Risk premium = 5%
Estimated beta = 0.7
Using the CAPM relation :
The expected return = Risk free rate + (Risk premium * Estimated Beta)
Expected Return = 4% + (5% * 0.74)
Expected Return = 4% + 3.7%
Expected Return = 7.7%
