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Mikes' preferences for consumption and leisure may be represented by the Utility function: u(C, L) = ( C-200)*(L-80) . His marginal utilities of leisure and consumption are (C-200) and ( L-80) respectively. There are 168 hours in the week available for both work an leisure. He earns a nominal wage of $20 and the price of consumption goods is $4. He also receives a nominal amount of $1280 of non-labour income as a transfer. Note: First, make it all real!
a) Graph Mikes' budget line and label all.
b) If Mike works 40 hours and he is on the budget line, what is his MRS?
c) What is his optimal amount of consumption, leisure and work?
d) What is his nominal reservation wage?
Explain about the integrability problem. The Integrability Problem: Provide a system of demand functions x(p, m). Is there essentially a utility function by which such deman
Draw the suitable graph for each situation and describe a real world situation in health care in which the market structure utilized in the question may exist. Demand: P=6,000-0
Input Substitution When the Input Price Change Isoquants and Isocosts and Production Function The minimum cost combination can be written as: - Minimum cost
explain optimal use of variable input?
What is the classical model's explanation for involuntary unemployment? According to the classical model, involuntary unemployment only increases when there is something impedi
meaning of opportunity cost
what is outputgap?
What is buget line how it is calculated?
What is market failure?
Q. What do you meant by Enclosures? Enclosures: A historic process in Britain and other European countries, in very early years of capitalism, in that lands formerly held and u
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