Every week georg consumes 20 apples and 60 strawberries. His marginal utility of apples is 80...
Homework Answers
B) 1/2. Apples provide twice as much utility as strawberries to Georg. So the price of apples should also be twice to that of strawberries. So the ratio of the price of strawberry to that of apple will become 1/2.
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Every week georg consumes 20 apples and 60 strawberries. His
marginal utility of apples is 80...
five consumers have the following marginal utility of apples and pears:
Marginal Utility of apples for..jerry:12george:6Elaine:6Kramer:3Newman:12Marginal Utility Utility of pears..jerry:6george:6Elaine:3Kramer:6Newman:3The price of an apple is $2 and the price of a pear is $1.Which, if any, of these consumers are optimizing over their choice of fruit?
Charlie consumes apples and bananas. His utility function is: U(xA; xB) xAxB. The price of apples...
Charlie consumes apples and bananas. His utility function is: U(xA; xB) xAxB. The price of apples is $1, the price of bananas is $2, and Charlie's income is $40 a day. The price of bananas suddenly falls to $1. Find the substitution and income effect of the price change for apples and bananas.
Suppose Basil is maximizing his utility from consuming tea and crumpets. If the marginal utility of...
Suppose Basil is maximizing his utility from consuming tea and crumpets. If the marginal utility of the last cup of tea was 24 units of utility and that of his last crumpet was 6 units of utility, which of the following is true? The price of tea is six times the price of crumpets The price of crumpets is four times the price of tea The price of tea and crumpets are equal The price of tea is four times...
1. Charlie’s utility function for weekly consumption of bananas (B) and Apples (A) is given by...
1. Charlie’s utility function for weekly consumption of bananas (B) and Apples (A) is given by U = BA . a. Suppose Charlie consumes 20 bananas and 10 apples in a week. Sketch his indifference curve through that bundle on a diagram. (While it doesn’t really matter which good is on the horizontal axis, for consistency with our classwork, assume bananas are on the horizontal axis.) b. Use calculus (partial derivatives) to derive formulas for the marginal utilities (MU) of...
Jake spends $100/week on two goods, apples and DVD's. Th price of an apple is $2...
Jake spends $100/week on two goods, apples and DVD's. Th price of an apple is $2 and the price of a DVD is $10. Show Jake's budget constraint. Be clear about the values of the two intercepts on the budget constraint. Put the quantity of apples on the horizontal axis. a. Assume Jake is consuming 20 apples and spends the rest on DVDs. Label that point on your graph as point A. b. Jake has well-behaved preferences. At his initial...
4. Charlie likes both apples and bananas. He consumes nothing else. Charlie consumes x bushels of apples per year...
4. Charlie likes both apples and bananas. He consumes nothing else. Charlie consumes x bushels of apples per year and x bushels of bananas per year. Suppose that Charlie's preference is represented in the following utility function: u(x,,Xy)-x,Xy . Suppose that the price of apples is S1, the price of bananas is S2, and Charlie's income is $40. (14 points) a. Draw Charlie's budget line. Plot a few points on the indifference curve that gives Charlie a utility of 150...
5. A consumer consumes Jeans and t-shirts. At his current rate of consumption, his marginal utility...
5. A consumer consumes Jeans and t-shirts. At his current rate of consumption, his marginal utility of jeans is 60 and his marginal utility of t-shirts is 30. The price of a pair of jeans is $30 and the price of a t-shirt is $10.00. Remember that to maximize utility the consumer should consume such that MUa/Pa=MUb/Pb=MUn/Pn. a. Show the ratio of the marginal utility to price of the two goods. b. Would you suggest he buy more jeans and...
3. Consider Charlie who consumes apples (xi) and bananas (2). Suppose that he consumes one apple...
3. Consider Charlie who consumes apples (xi) and bananas (2). Suppose that he consumes one apple and 8 bananas. That is, his current consumption bundle is (1,8). (a) Suppose that Charlie's marginal rate of substitution for one more apple is 2 bananas. If he is offered to trade apples and bananas at one-to-one rate, does he trade? Explain your answer. (b) Suppose that Charlie's preference is convex. If he were to consume 8 apples and one banana, his marginal rate...
Can't use Lagrange on this. Multiple Choice Practice- Show work or provide short explanation 4. Charlie's utility function for apples (A) and bananas (B) is U(AB)-AB. The price of apples used...
Can't use Lagrange on this.
Multiple Choice Practice- Show work or provide short explanation 4. Charlie's utility function for apples (A) and bananas (B) is U(AB)-AB. The price of apples used to be S1 per apple and the price of bananas used to be $2 per banana. His incomse was $40 per day. If the price of apples increases to $2.25 and the price of bananas falls to S1.25, then in order to be able to afford his old bundle,...
Question A3 [2 marks Consider a pure-exchange economy with two consumers, Joe and Jane, and two goods, apples and o...
Question A3 [2 marks Consider a pure-exchange economy with two consumers, Joe and Jane, and two goods, apples and oranges. Suppose the total supply of apples is 10 and the total supply of oranges is also 10. Suppose also that, at the initial allocation, Joe's marginal utility of apples is 3 and his marginal utility of oranges is 5. Jane's marginal utility of apples is 6 and her marginal utility of oranges is 10. The current price of apples is...
Charlie consumes apples and bananas. His utility function is: U(xA; xB) xAxB. The price of apples is $1, the price of bananas is $2, and Charlie's income is $40 a day. The price of bananas suddenly falls to $1. Find the substitution and income effect of the price change for apples and bananas.
4. Charlie likes both apples and bananas. He consumes nothing else. Charlie consumes x bushels of apples per year and x bushels of bananas per year. Suppose that Charlie's preference is represented in the following utility function: u(x,,Xy)-x,Xy . Suppose that the price of apples is S1, the price of bananas is S2, and Charlie's income is $40. (14 points) a. Draw Charlie's budget line. Plot a few points on the indifference curve that gives Charlie a utility of 150...
3. Consider Charlie who consumes apples (xi) and bananas (2). Suppose that he consumes one apple and 8 bananas. That is, his current consumption bundle is (1,8). (a) Suppose that Charlie's marginal rate of substitution for one more apple is 2 bananas. If he is offered to trade apples and bananas at one-to-one rate, does he trade? Explain your answer. (b) Suppose that Charlie's preference is convex. If he were to consume 8 apples and one banana, his marginal rate...
Can't use Lagrange on this.
Multiple Choice Practice- Show work or provide short explanation 4. Charlie's utility function for apples (A) and bananas (B) is U(AB)-AB. The price of apples used to be S1 per apple and the price of bananas used to be $2 per banana. His incomse was $40 per day. If the price of apples increases to $2.25 and the price of bananas falls to S1.25, then in order to be able to afford his old bundle,...
Question A3 [2 marks Consider a pure-exchange economy with two consumers, Joe and Jane, and two goods, apples and oranges. Suppose the total supply of apples is 10 and the total supply of oranges is also 10. Suppose also that, at the initial allocation, Joe's marginal utility of apples is 3 and his marginal utility of oranges is 5. Jane's marginal utility of apples is 6 and her marginal utility of oranges is 10. The current price of apples is...
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