Answer:
The Common Good Ethics Approach.
Explanation:
It is been argued that the best society is been guided by the people's general will.This was postulated by a French philosopher by name Jean Jacques Rousseau who lived in the year 1712 to 1778.
This approach to Ethics empathizes respect and compassion for others,most especially those vulnerable.
The employers ability to voice out their grievances,suggestions and contributions to the daily running of the organisation coupled alongside the mangers compassion and respect for all individuals confirms to my first statement which says 'The best society is been guided by the people's will ' and that supports the common good Approach.
Answer:
The answer is 20.55 days
Explanation:
Solution
Given that:
Annual sales =$627,200
Average accounts receivable =$35,300
Now
The accounts turnover ratio (receivable) = Sales/Average accounts receivable
Accounts receivable turnover ratio = $627,200/$35.300
=17.76 times
Thus
Number of days payment receives = 365/ Accounts receivable turnover ratio =365 days/17.76 times
=20.55 days
Therefore The company takes 20.55 days to get payment for its services
Answer:
$950
Explanation:
Since the total amount of items purchased by the thief is $950, then Brandon has to pay back the amount deducted from his card.
Answer:
the ex-dividend price is $108.66
Explanation:
The computation of the ex-dividend price is shown below:
The Aftertax dividend is
= Dividend × (1 - tax rate)
= $6.20 (1 - 0.30)
= $4.34
Now the exdividend price is
= Selling price of a share - after tax dividend
= $113 - $4.34
= $108.66
hence, the ex-dividend price is $108.66
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Rationing system refers to the system of managed distribution of resources that are considered scarce. How this controls the distribution is by controlling the size of the ration. Therefore, if someone offers a landlord extra cash to make sure that the apartment would be guaranteed available is like performing business in the black market.
