yeah with what do you need help with
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.
Answer:
$120,000
Explanation:
The computation of the budgeted accounts receivable is shown below:
= Budgeted sales of January month × next month sales collection percentage
= $200,000 × 60%
= $120,000
We simply multiply the January accounts receivable with the next month collection sales percentage to find out the budgeted accounts receivable
Based on the probability distributions of the funds and the correlation, the following is true:
- Investment proportions would be 33% Equity and 67% debt.
- Standard deviation would be 21.16%.
<h3>What would be the Investment proportions?</h3>
The expected return can be found as:
= (Return on stock x Weight of stock) + (Return on debt x Weight of debt)
As we already have the return as 12%, we can solve the formula for weights :
12% = (16% x Weight of equity ) + (10% x Weight of debt)
12% = (16% x W of equity ) + (10% x (1 - W of equity))
12% = 0.16W + 10% - 0.1W
2% = 0.06W
W = 2% / 0.06
= 33%
Equity is 33% so Debt is 67%.
<h3>What would be the standard deviation?</h3>
= √(Weight of stock ² x Standard deviation of stock ² + Weight of debt ² x Standard deviation of debt² + 2 x standard deviation of stock x standard deviation of debt x Correlation x weight of stock x weight of debt )
= √(33%² x 34% ² + 67%² x 25%² + 2 x 34% x 25% x 0.11 x 0.33 x 0.67)
= 21.16%
Find out more on portfolio standard deviation at brainly.com/question/20722208.