5. A consumer has income of $3,000. Wine costs $3 per glass, and cheese costs
$6 per pound.
a. (0.5 pt) Draw the consumer’s budget constraint with wine on the vertical axis.
(Make sure to label the axes.)
b. (0.1 pt) What is the slope of the budget constraint?
c. (0.1 pt) On the graph for part a, draw an indifference curve illustrating an optimum
bundle (point K).
d. (0.4 pt) The consumer now gets a raise. So, her income increases from $3,000 to
$4,000.
→ Show what happens if both wine and cheese are normal goods with
a new optimum bundle (point Q). What happens to the consumption of
wine and cheese?
→ Then, show what happens if cheese is an inferior good with a new
optimum bundle (point R). What would happen to the consumption of wine
and cheese in this case?
e. (0.3 pt) The consumer’s income is $3,000 again. However, the price of cheese has
risen from $6 to $10 per pound, while the price of wine remains $3 per
glass. Show what happens to the consumption of wine and cheese with a
new optimum bundle (point T).
Please no handwriting***
5. A consumer has income of $3,000. Wine costs $3 per glass, and cheese costs ...
1,2,3
ECON 101: Principles of Microeconomics - Discussion Section Week 10 TA: Kanit Kuevibulvanich Important Concepts • Income and Substitution Effect - Production and Cost Problems 1. A consumer has income of $3,000. Wine costs $3 per glass, and cheese costs $6 per pound. a. Draw the consumer's budget constraint (put cheese on the horizontal axis). What is the slope of this budget constraint? b. Suppose his income increases from $3,000 to $4,000. Show what happens if both wine and...
Anna spends all her income on wine (good 1) and cheese (good 2). Her utility function is u(x1; x2) = x1x2. Her income is m = $200. The prices for the two goods are p1 = $20 and p2 = $10 respectively. Find Annaís optimal consumption bundle. Show the complete calculations, and illustrate your answer graphically (draw the indi§erence curve and the budget constraint). How would your answer change to part (a) if Annaís utility function were given by v(x1;...
Q2: Ch 5 (10%) Bridget has a limited income and consumes only wine and cheese; her current consumption choice is four bottles of wine and 10 pounds of cheese. The price of wine is $10 per bottle, and the price of cheese is $4 per pound. The last bottle of wine added 50 units to Bridget's utility, while the last pound of cheese added 40 units. a. Is Bridget making the utility- maximizing choice? Why or why not? b. If...
(a) Put wine x on the horizontal axis and cheese y on the vertical axis. Measure goods for consumer A from the lower left and goods for consumer B from the upper right. Mark the initial allocation with the letter W. Draw the indifference curves for each person through this point. Calculate utility at this allocation for both consumers. Is the initial resource allocation consistent with Pareto efficiency? Explain. (b) Solve for the contract curve of Pareto efficient allocations in...
Consider a pure exchange economy with two goods, wine (x) and cheese (y) and two con- sumers, A and B. Let cheese be the numeraire good with price of $1. Consumer A's utility function is UA(x; y) = 2x+y and B's utility function is UB(x; y) = xy. A's initial allocation is 10 units of x and 0 units of y. B's initial allocation is 0 units of x and 30 units of y. (a) Put wine x on the...
Anything will help
Consider a pure exchange economy with two goods, wine (x) and cheese (y) and two con- sumers, A and B. Let cheese be the numeraire good with price of $1. Consumer A's utility function is UA(x, y) = xy and B's utility function is UB(x, y) = min [x, y). A has an initial allocation of 10 x and no y, and B has an initial allocation of 10 units of y and no x. (a) Put...
Homework 3 Chapter 5: Demand 1. What happens to the amount of x and y consumed when income falls if x and y are normal goods? Draw a budget constraint (before the income decrease) and a convex utility curve that corresponds to the optimal consumption bundle. Draw a new budget constraint (after income falls) and a new convex utility curve that corresponds to the optimal consumption bundle. Has the amount of x and y consumed increased or decreased due to...
The weekly utility function of a consumer is: U = 2AB where A and B are two goods in the consumer’s consumption bundle. Based on this utility function the marginal utility of good A is: MUA = 2B and the marginal utility of good B is: MUB = 2A, where A and B represent the quantities of good A and good B, respectively. The price of good A is $5 whereas the price good B is $10. a. Write the...
John earns $120 per week and likes to consume wine and cheese. His utility function is of the form ?(?, ?) = (? ^1/2)(? ^3/2) where x denotes the amount of cheese consumed and y the amount of wine. His marginal utilities are ??? = (? ^3/2) / (2? ^1/2) and ??? = (3? ^1/2)(? ^1/2) / 2 d. The price of a bottle of wine is $10 and the price of a piece of cheese is $3. What is...
Jane consumes a bundle of two goods, wine and chocolate. The price of The price of wine is $10 a glass, and the price of chocolate is $2 a bar. Jane has a monthly budget of $60 to spend on wine and chocolate, and is a utility maximising consumer with well- behaved preferences and no intertemporal consumption. Calculate Jane's best affordable bundle assuming a utility function of U (W,C) =W1/2 C1/2. Show your working. If intertemporal consumption is possible, what...