54 609
Assignments Done
98,2%
Successfully Done
In November 2017
Your physics homework can be a real challenge, and the due date can be really close — feel free to use our assistance and get the desired result.
Be sure that math assignments completed by our experts will be error-free and done according to your instructions specified in the submitted order form.
Our experts will gladly share their knowledge and help you with programming homework. Keep up with the world’s newest programming trends.

Answer on Economics of Enterprise Question for emily

Question #5026
Assume that purely competitive firms growing oranges discover that P exceeds MC. Is their combined output of oranges too little, too much or just right to achieve allocative efficiency? In the long run what will happen to the supply and price of oranges? Would the same be true of a monopoly? Why or why not?
Expert's answer
1. For competitive firms P>MC means that the output is too little and it should be increased by each firm that to achieve the maximum market efficiency.
2. In the long run the existing firms will increase their output and new firms will enter the industry. The supply will grow and the price will fall.
3. Such situation is normal for monopoly, as the equilibrium condition in this case is MR=MC (P>=MR). Consider from the graph below.
<img src="data:image/png;base64,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" alt="">

Need a fast expert's response?

Submit order

and get a quick answer at the best price

for any assignment or question with DETAILED EXPLANATIONS!

Comments

No comments. Be first!

Leave a comment

Ask Your question