Answer:
a short-run decision because the number of aircraft is held constant while the labor input is changed.
Explanation:
In the short run, at least one variable or factor of production is fixed and cannot be changed. In the long run, all factors of production can be changed.
In this case, the number of aircraft is the fixed factor of production (capital) while labor is variable because more pilots can be hired. Regulation state that pilots must rest a certain amount of time in between flights, so if you want to increase the amount of flights you need to hire more pilots and cabin crews since regulations do not require planes to rest.
Answer: a) The court found that the advertisements were not inherently misleading. However, it did find that regulating the advertisement in question was more extensive than necessary to protect the public interest.
Explanation: An advertisement is a notice or action promoting a product or service and soliciting patronage.
When there is no regulation of an advert, abuse is expected. Protecting the public interest is important as advertisement may be misleading if there are no extensive rules.
In a situation whereby the mechanics advertisement was found not to be inherently misleading, a different verdict may have been given.
Answer:
A process designed to identify, qualify, and prioritize sales opportunities, whether they represent potential new customers or opportunities to generate additional business from existing customers
Explanation:
1) Generating Sales Leads
-Qualifying sales leads
2) Determining Sales Prospects
3) Prioritizing Sales Prospects
4) Preparing for Sales Dialogue
5) Remaining stages in the trust-based sales process
Answer:
The amount of Current liabilities is $7,710
Explanation:
The amount of current liabilities on the classified balance sheet is seen below;
Constable Corp.
Balance sheet as at December 31, year 1.
Current liabilities
Accounts payable $4,540
Wages payable $3,170
Total $7,710
Answer:
It cost $915,166.69
Explanation:
R=75,000
i=j/m, j=0.0525, m=1 - annually
i=0.0525
n=mt
n=20
An=R[1-(1+i)^-n] : i
An=(75,000x[1-(1+0.0525)^-20]) : 0.0525
An=$ 915,166.69
