labelling all axes, slopes, intercepts, etc. thank you very much
a) A Giffen good is a good for which demand increases as the
price increases, and falls when the price decreases. A Giffen good
has an upward-sloping demand curve, which is contrary to the
fundamental law of demand A Giffen good is typically an inferior
product that does not have easily available substitutes, as a
result of which the income effect dominates the substitution
effect.
C)An example offered of a Giffen good is that of the Irish potato
famine of 1845-49. During the famine, as the price of potatoes
rose, impoverished consumers had little money left for more
nutritious but expensive food items like meat (the income effect).
So even though they would have preferred to buy more meat and fewer
potatoes (the substitution effect), the lack of money led them to
buy more potatoes and less meat.
labelling all axes, slopes, intercepts, etc. thank you very much 3. A Giffen good is a...
Suppose that there two goods X and Y, available in arbitrary non- negative quantities (so the the consumption set is R2). The consumer has preferences over consumption bundles that are strongly monotone, strictly convex, and represented by the following (differentiable) utility function: u(x, y)-y+2aVT, where z is the quantity of good X, and y is the quantity of good Y, and a 20 is a utility parameter The consumer has strictly positive wealth w > 0. The price of good...
Suppose that there two goods, X and Y , available in arbitrary nonnegative quantities (so the the consumption set is R 2 +). The consumer has preferences over consumption bundles that are monotone, strictly convex, and represented by the following (differentiable) utility function: u(x, y) = α √ x + (1 − α) √ y, where x is the quantity of good X, y is the quantity of good Y , and α ≥ 0 is a utility parameter. The...
please answer both(b)and(d) thank you 3. Nick enjoys having soda (a) with his cheese pizza (c): his preferences are represented by the utility function u(a,c) = min(a, 2e) (a) Suppose Nick has 10 slices of cheese pizza (e), how many sodas must he consume in order to have a utility of 40? (2 points) U=40. (=10. - 4020 & 40=22 (b) Setup Nick's utility maximization problem. Solve for his optimal levels of pizza and soda as functions of prices a"...
Instructions: Answer the following questions as completely as possible. Write your answer neatly and legibly. When drawing a graph, make sure that you label axes and curves, and include appropriate coordinates. Always show your work. Suppose that Bridget and Erin spend their incomes on two goods, food (F) and clothing (C). Bridget’s preferences are represented by the utility function U(F,C) = 10FC, while Erin’s preferences are represented by the utility function U ( F , C ) = 0.20 F^2...
2. Consider the following four consumers (C1,C2,C3,C4) with the following utility functions: Consumer Utility Function C1 u(x,y) = 2x+2y C2 u(x,y) = x^3/4y^1/4 C3 u(x,y) = min(x,y) C4 u(x,y) = min(4x,3y) On the appropriate graph, draw each consumer’s indifference curves through the following points: (2,2), (4,4), (6,6) and (8,8), AND label the utility level of each curve. Hint: Each grid should have 4 curves on it representing the same preferences but with different utility levels. 3. In the following parts,...