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The Budget Line The line BB gives the persons budget constraint. It is described by the linear equation
c + wl = w;
which can be rewritten as
c = w - wl:
The budget line gives all the consumption-leisure combinations that the person can potentially enjoy with his one unit of time.1 The slope of the budget constraint is given by (the negative of) the wage rate, w. Think about this as representing the relative price of leisure in terms of consumption: if the person desires to enjoy an extra unit of leisure he must sacrifice w in terms of consumption. If the person worked all of his time, so that leisure was zero, then his consumption would be w. This is the vertical intercept of the line. If he did not work, then his leisure would equal one, implying l = 1. He would of course have no consumption, so c = 0. This is the horizontal intercept.
a) Explain the conditions under which a monopolist is able to price discriminate. b) Demonstrate the relationship between a firm's marginal revenue function and its relationship
Transactions demand for money: Transactions demand for money represents cash balances held by economic agents in order to carry outordinary everyday transactions.For example,
MONOPOLISTIC MARKET
in the keynesian model the price is assumed to be what? a.exogeneous and remaaining constant b. endogeneous and remaining constant which is correct?
chemistry assignments , obtain an expression for the allowed rotational energies of N 2 molecules. The equilibrium bond length of the N 2 molecules is 109.8 pm .
Problem 1: (a) Explain the meaning of inflation. (b) "Inflation is always and everywhere a monetary phenomenon." Discuss this statement. (c) Briefly explain the link betw
Q. Show the method of applying a discount? The method of applying a discount rate to convert future monetary amounts to their equivalent value in today's terms, based on the pr
its elements , scope calculation
In this assignment you will apply consumer choice theory and marginal analysis to business problems. Consider each of the following products and services: a pair of tickets to a s
Joe won $365,000 a year for life in the state lottery. Use a labor-leisure choice analysis to answer the following: a. Show how Joe’s lottery winnings affect the position of his b
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