Discuss how management utility maximization goal of a firm create principal-agent
problem? How can this problem be solved in an insurance company? A monopolist has a cost
function 200q + 15Q2
and faces a demand function given by P= 1200 – 10Q. Calculate total
revenue, marginal revenue, output and price that maximize profit-maximizing? What is its
maximal profit? Explain with the help of graphs?
The main reasons for the principal-agent problem are conflicts of interests between two parties and the asymmetric information between them (agents tend to possess more information than principals). The principal-agent problem generally results in agency costs.
Total revenue is:
Marginal revenue is:
Output and price that maximize profit exist at MR = MC, so:
1200 - 20Q = 200 + 20Q,
40Q = 1000,
Q = 25 units,
P = 1200 - 10×25 = 950.
Its maximal profit is:
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