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Consider a product that has a cost function: c(y) = 20y+25. Demand for this product is represented by the demand curve: y=1/b*(A-p).
Note that this is equivalent to the inverse demand curve: p = A-by
Q: Use the envelope theorem to determine wheter the monopolists profits will increase or decrease with b.
A physical therapy clinic faces a demand equation of Q = 200 – 1.5 × P,
Explain the concept of 'effective rate of protection'. What does the effective rate on final goods depend upon and how? In what way does the effective rate analysis help illuminate these policy issues:
How much profit will monopolist make if she maximizes her profit. llustrate what would be value of consumer surplus if market were perfectly competitive.
q. you read in a business magazine that computer firms are reaping high profits. assume that the computer market is
The owners decide to begin spending immediately a rather large sum on advertising designed to decrease elasticity.
Explain why study pure competition if actual purely competitive markets do not exist? What can we learn from highly competitive markets. Briefly discuss.
In the United States, the Federal Reserve frequently engages in buying and selling of the government securities as well as other policies. In recent years, the Fed has reduced the Discount Rate several times. The Fed has also purchased substantial am..
q.when milton friedman and anna schwartz in a book titled a monetary history of the united states 1867-1960 uncovered
Suppose that the market demand for medical care is summarized by the following function: P=400-2Q And the market supply is summarized by the following function: P=50+3Q. Calculate the equilibrium price, assuming no health insurance is available. Calc..
Assume the farmer buys insurance that pays 3$ if it doesn't rain but costs 2$. Illustrate what is their consumption when it rains.
Suppose we now care about the long run decisions of a firm that has a production function of the form q = 4L^1/2 + K. What are the optimal choices of inputs for this firm? Do you find something unusual what compared to the optimal choices for q = 10 ..
Now suppose Alex's income increases to $1,500 per year. What is her new optimal consumption of x? What is her new optimal consumption of z?
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