Considering the situation described in the question, the phrase that exemplified the situation is "disparate impact."
This is because the disparate impact is a phenomenon or situation that occurs when some policies or decisions are made in a neutral sense.
However, the effect of such policy appears to affect a certain set of people, thereby appearing as if it is discrimination.
In other words, a disparate impact is a form of unintentional discrimination that is originally established as impartial policies or regulations that are made generally but whose effects appear to affect a certain set of people.
In this case, the policy made by Sentinals FC on hiring new players affects a certain set of people.
Hence, in this case, it is concluded that the correct answer is "disparate impact."
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Answer:
July = $237,600
August = $238,400
Explanation:
Note that credit sales account for only 80% of total sales, the remainder should be considered as cash receipts in the month of sale. Cash receipts for July are 20% of July total sales, plus 25% of July credit sales, plus 55% of June credit sales, and 20% of May credit sales:

Cash receipts for August are 20% of August total sales, plus 25% of August credit sales, plus 55% of July credit sales, and 20% of June credit sales:

Budgeted cash receipts are:
July = $237,600
August = $238,400
The right answer for the question that is being asked and shown above is that: "Increasing income taxes for the rich so that tax money can fund aid for the economically disadvantaged." The statement that most directly relates to the broad economic goal of freedom is that Increasing income taxes for the rich so that tax money can fund aid for the economically disadvantaged<span>
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Answer:
9%
Explanation:
According to the given situation, the solution of return on investment is shown below:-
Return on investment = (Net operating income ÷ Average operating assets) × 100
now, we will put the values into the above formula
= ($45,360 ÷ $504,000) × 100
= 0.09 × 100
= 9%
Therefore for computing the return on investment we simply applied the above formula.