Problem 2 (30 marks) A consumer has a utility function (11,12)= = = (a) Express the...
1 pts Question 2 A consumer has preferences represented by the utility function: u(x1, x2)= x x Market prices are pi = 3 and P2 = 4. The consumer has an income m 30. Find an expression for the consumer's Engel curve for good 1. x1(m). ооо D Question 3 1 pts
Suppose a consumer has a utility function U(x1, x2) = Inxi + x2. The consumer takes prices (p1 and p2) and income (I) as given. > 1. What is special about P2 1) Find the demand functions for and x2 assuming these demand functions? Are both goods normal? Are these tastes homothetic? 2) Now find the demand functions for x1 and x2 assuming-<1. You probably P2 assumed the opposite above, so now will you find something different. Explain 3) Graph...
Suppose a consumer has a utility function U (x1,x2) = Inxi + x2. The consumer takes prices (p1 and p2) and income (I) as given 1) Find the demand functions for x1 and x2 assuming -> 1. What is special about Р2 these demand functions? Are both goods normal? Are these tastes homothetic? <1. You probably P2 2) Now find the demand functions for x1 and x2 assuming assumed the opposite above, so now will you find something different. Explain....
Consider a consumer with a utility function u(x1, x2) = min{21, 222}. Suppose the prices of good 1 and good 2 are p1 = P2 = 4. The consumer's income is m = 120. (a) Find the consumer's preferred bundle. (b) Draw the consumer's budget line. (c) On the same graph, indicate the consumer's preferred bundle and draw the indifference curve through it. (d) Now suppose that the consumer gets a discount on good 1: each unit beyond the 4th...
h. U(1, 2 For the utility function above, find the consumer's optimal consumption bundle when prices of goods 1 and 2 are pl and p2, and the consumer has an income m. 1. 2. For the utility function above, find the consumer's optimal consumption bundle when prices of goods 1 and 2 are pl and p2, and the consumer has an endowment (el, e2) of the two goods. For each of your answers in question 2, write down the consumer...
A consumer has preferences represented by the utility function: u(21,12)=x2? Market prices are p1 = 2 and P2 = 5. The consumer has an income m = 13. Find an expression for the consumer's demand for good 1,21 (P1). 39p1
04 19 A consumer has the utility function U (91, 92) = 91 92 where A=3 and B=9. The prices are p1=3 and p2=7. The consumer has an income of Y=362. The resulting Engel curve for good 1 will be: E = aY Calculate the value of "a". Round your answer to the nearest 0.0001 (that is, provide 4 decimal places). SERIES
Suppose a consumer has quasi-linear utility: u(x1, x2) = 3.01 + x2. The marginal utilities are MU(X) = 2x7"! and MU2:) = 1. Throughout this problem, assume P2 = 1. (a) Sketch an indifference curve for these preferences (label axes and intercepts). (b) Compute the marginal rate of substitution. (c) Assume w> . Find the optimal bundle (this will be a function of pı and w). Why do we need the assumption w> (d) Sketch the demand function for good...
gram. M Gmail YouTube Maps Tactical Carbine 1. Shopping Cart - C. Question 2 1 pts A consumer has preferences represented by the utility function: (X1, X2 )= x x Market prices are pı = 3 and p2 = 4. The consumer has an income m = 30. Find an expression for the consumer's Engel curve for good 1. xy(m). Question 3 1 pts a Search or type URL
2.3 Choice III Consider a consumer whose preference is represented by the utility function where A 0 and B 0. a) What is the consumer's marginal rate of substitution? b) If the consumer has income m and faces prices p-A and p - B, what are her optimal bundles? (There may be one, or more than one.) Draw a graph that illustrates this situation, including the budget line and the relevant indifference curve(s). c) If the consumer has income m...