Academic help online

4.6 You are planning a study of consumer demand. You have a data set which gives the expenditure of individual consumers on each of n goods. It is sug- gested to you
that an appropriate model for consumer expenditure is the Linear Expenditure System:(Stone 1954)
ei �ipi + ai Iy – , pj �j I

where pi is the price of good i, ei is the consumer's expenditure on good i, y
is the consumer's income, and al, …, a , �l, …, � are non-negative parameters


such that

aj 1.
1. Find the effect on xi, the demand for good i, of a change in the consumer's income and of an (uncompensated) change in any price pj .
2. Find the substitution effect of a change in price pj on the demand for good
3. Explain how you could check that this demand system is consistent with utility-maximisation and suggest the type of utility function which would yield the demand
functions implied by the above formula for consumer expenditure. {Hint: compare this with Exercise 4.3]

All Rights Reserved,
Disclaimer: You will use the product (paper) for legal purposes only and you are not authorized to plagiarize. In addition, neither our website nor any of its affiliates and/or partners shall be liable for any unethical, inappropriate, illegal, or otherwise wrongful use of the Products and/or other written material received from the Website. This includes plagiarism, lawsuits, poor grading, expulsion, academic probation, loss of scholarships / awards / grants/ prizes / titles / positions, failure, suspension, or any other disciplinary or legal actions. Purchasers of Products from the Website are solely responsible for any and all disciplinary actions arising from the improper, unethical, and/or illegal use of such Products.