Draw an indifference curve and its weakly preferred set for two goods that exhibit following preferences:...
Question 6: Draw an indifference curve and its weakly preferred set for two goods that exhibit following preferences: 1. monotonic and convex preferences 2. monotonic and concave preferences 3. non-monotonic preferences
Draw indifference curves to represent the following consumer preferences. For each set of preferences draw two indifference curves U1 and U2 such like, U1 > U2 e) I like peanut butter and jelly, and have a diminishing marginal rate of substitution. f) I like to consume exactly 5 ounces of peanut butter and 5 ounces of jelly. The further away I get from this point, in any direction, the less happy I am.
QUESTION 14 Match the shape of the indifference curve for bundles of goods with its associated preference type - downward-sloping and convex to the origin A implausiblel these don't exist - downward-sloping straight lines B. the consumer views the two goods are perfect complements - the consumer views the two goods are perfect substitutes L-shaped D. the consumer views the two goods are imperfect substitutes - upward-sloping and concave to the origin
1. T F Indifference curves can’t cross because people have convex preferences, meaning they like variety. 2. T F Higher indifference curves are preferred to lower indifference curves for people that have monotonic preferences. 3. T F Perfect complements are goods that consumed in a 1:1 ratio. 4. T F If the utility of bundle A is three times as large as the utility of bundle B, it means that we like bundle A three times as much as bundle...
3. An indifference curve is a. the set of all points of consumer equilibrium as the consumer's income changes. b. all combinations of goods X and Y that yield the same total utility. c. all combinations of goods X and Y that yield the same marginal utility. d. the set of all goods that the consumer can afford given her income and the prices of the goods. 4. Which of the following is NOT a property of an indifference curve?...
7. We know that well-defined preferences over two goods have the properties that () indifference curves are negatively sloped, and (ii) that indifference curves are convex (so that chords between two points on the indifference curve lie in the set ((c, y) such that (c,y)(coyo) when (co. o) is a point on the indifference curve). Suppose that good y is "clean air" and good c is consumption of all other goods. This problem gets you to determine what these two...
Molly consumes two goods, good x and good y and her preferences are represented by the utility function U (x, y) = 1/2x^2 + 4y. 1. Draw (sketch) Molly’s indifference curves for U(x,y) = 10, U(x,y) = 16, U(x,y) = 24 and for U(x,y) = 32.5. 2. Do Molly’s preferences satisfy strict monotonicity? Explain briefly 3. Do the indifference curves you’ve drawn reflect preferences that are convex? Explain briefly
Draw some indifference curves to represent the following preferences.(Please draw at least two indifference curves in one graph and specify which indifference curve has bundles that are more preferable) (a) [2 points] Alex likes both cake and smoothie. For both the commodity, he thinks that the more, the better. And he thinks a piece of cake is as good as a glass of smoothie.(b)Bobby likes chocolate but he doesn’t care about ice cream. And he thinks that the more chocolate...
What is an indifference curve and how does a preference map show preferences? Peaches (number per month) An indifference curve shows_ . A preference map shows that a person prefers combinations A combinations of goods that a consumer can afford; he cannot afford over the combinations he can afford O B. combinations of goods that are available; on lower indifference curves to combinations on higher indifference curves O C. combinations of goods among which a consumer is indifferent; that are...
Suppose that there are only two goods, books and coffee. Justine gets utility from both books and coffee, but her indifference curves between them are concave rather than convex to the origin. a. Draw a set of indifference curves for Justine. b. What do these indifference curves tell you about Justine’s marginal rate of substitution between books and coffee? c. What will Justine’s utility maximizing bundle look like? d. Compare your answer to (b) to real world behaviors. Does the...