Answer:
A. Expectation interest.
Explanation:
Expectation interest is explained as the party of interest being in a good position in the point or financial angles during a business dealing. Here he/she is said to have a good stance of a deal or a contract been contacted for. Sometimes, it is seen to be triggered by net profits and losses less any costs or losses, which are sometimes tool in weighing the reasonable measure of damages. Therefore, when no contracts are be agreed on, determination must be made as to whether or not one party benefited from contact with the other party.
Answer:
B. $36 billion
Explanation:
Since we were asked to calculate Wages. We can't use the Expenditure method of GDP. Method to be used would be the Income approach. In doing so, the values of export and import would be excluded. Therefore,
Given that
GDP = 65 billion
Profits = 7 billion
Rent = 7 billion
Interest payments = 15 billion
Recall that,
GDP = sum of income earned (profits, wages, rents, interests)
Thus,
Wages = GDP - Profits + rents + interests
= 65 - (15 + 7 + 7)
= 65 - 29
= 36 billion
Hence, wages during 2011 was $36 BILLION.
Note: Parameters used are based on the information in the question. It is important to note that income earned when using income approach could be more than the 4 stated parameters of wages, rent, profits and interests.
Answer: The shares are deducted rather than added
Explanation:
The adjustment to the weighted-average shares for retired shares is the same as for issuing new shares when the shares are added rather than deducted, the shares are treated as being acquired at the end of the year and the shares are treated as being acquired at the beginning of the year.
Therefore, the adjustment to the weighted-average shares for retired shares is the same as for issuing new shares except when the shares are deducted rather than added.
He should just stay where he is and save up his money.Or he can try to find a different apartment.
<u>Given:</u>
Annual demand = 410 units
Ordering cost = $41
Holding cost = $5 unit per year
<u>To find:</u>
Number of units to be ordered each time an order is placed
<u>Solution:</u>
On calculating the number of units,
Therefore, to minimize the total cost, approximately 77 units should be ordered each time an order is placed.
