Answer: B. Ethnicity, with preference given to Hispanic candidates.
Explanation:
During the selection of employees for a particular job role, it is legal to assess them using certain tests. These tests must, however, be job-related and must not discriminate against protected groups. Protected groups include race, gender, age, disability, religion, skin color, etc.
In the case of 'XPatriot', all the criteria mentioned before the selection of employees who are to move to South America are all job-related except choosing on the basis of Ethnicity. This is because an employee may not be Hispanic but could meet the other more important criteria. Not choosing him would amount to some level of discrimination.
This deal will be fully discharged when Leony pays Kali the $3000 for the car and Kali hands over her car to Leony so that Kali has the money and Leony has the car which means the transaction has been successfully completed.
Answer:
Core rigidity
Explanation:
According to a different source, these are the options that come with this question:
- resource flow.
- dynamic capabilities.
- core rigidity.
- value chain.
This is an example of core rigidity. Core rigidity refers to a situation that can arise in business in which a company relies on its advantages for too long. Companies that find themselves stuck due to core rigidity usually do not improve themselves. Moreover, they tend to become obsolete and often struggle to compete with other firms that are more adaptable or innovative than them.
This "lessens" rivalry, since buyers become "less" price-sensitive.
Price sensitivity is how much the cost of an item influences customers' buying practices. In financial matters, price sensitivity is usually estimated utilizing the price elasticity of demand. For instance, a few buyers are not willing to pay even a couple of additional pennies per gallon for gas, particularly if a lower-valued station is adjacent.
Answer:
A portfolio consists of 40% in Security A and 60% in Security B. The covariance matrix for A is 144, 225; for B is 225, 81. The standard deviation for the portfolio is <u>12.7</u>
Option D is correct
Explanation:
Wa: 0.4
Wb: 0.6
a^2: 144
b^2: 81
Cov(a,b): 225
Portfolio Variance:
: (0.4*0.4*144) + (0.6*0.6*81) + (2*0.4*0.6*225)
: 160.2
Portfolio Standard Deviation: 12.7
