Answer:
Business Proposal
Explanation:
The CEO and the board wants Darl to write up the plan along with the budget and how he will use the time of the employees, it is also known as the Business Proposal. As business proposal is a document which is in written form and it is sent to a prospective client so that to obtain a specific or particular proposal.
Answer:
“There is no long run; there are only short and shorter runs.” Evaluate that statement. If you increase production to an infinitely large level, the average variable cost and the average total cost will merge. Why? The following cell phone offer by Sprint is typical of what one can get on a cell phone plan: 4,000 free minutes for $39.99 a month. The fine print says that only 350 of those minutes are anytime minutes; the remaining are restricted to evening and weekend usage. If you go over your allotted time, you are charged 35 cents per minute for any additional minutes
The term that is being described above is the rules committee;
the rules committee are responsible of having to take charge on bills in which they
determine the rules of each bills and whether they are to consider it in the
floor of the house.
A. Expectation because expectation means
a strong belief that something will happen or be the case in the future.
Answer:
a. Marginal Revenue = 5
b. Maximum profit = $144
c. Q optimum = 12 ; P optimum = $17
d. Social cost = $72
Explanation:
Step 1. Given information.
Step 2. Formulas needed to solve the exercise.
- Total Revenue=TR=P*Q=(29-Q)*Q=29Q-Q2
- Marginal Revenue=dTR/dQ=29-2Q
Step 3. Calculation.
Set MR=MC for profit maximization
29-2Q=5
2Q=29-5
Q=12 -----profit maximizing output
P=29-Q=29-12=$17 -------profit maximizing price
Total Profit=(P-AC)*Q=(17-5)*12=$144 ------Maximum Profit
Lerner's Index=(P-MC)/P=(17-5)/17=0.7059
<h2>
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TAKE A LOOK TO THE ATTACHED IMAGE</h2>
Profit is shown by rectangular shaded area.
Socially optimal price P=MC=$5 --------Socially optimal price
We know P=29-Q, Set P=5
5=29-Q
Q=24 ---------Socially optimal output
Social Cost is equal to dead weight loss. It is shown by triangular area DWL
Social Cost=1/2*(17-5)*(24-12) =$72
