imone enjoys both pretzels and cookies. Assume that the "more is better" principle holds for Simone, meaning that she would always prefer to onsume more of either good, holding the level of consumption of the other good constant. he two figures below present information regarding Simone's preferences. The points on Figure 1 represent combinations of cookies and pretzels that imone might choose to consume. Figure 2 plots the same points as Figure 1, but it also shows some of Simone's indifference curves: I₁, I2, and 13. hus, Figure 2 gives more insight into Simone's preferences than Figure 1. PRETZELS (Bags) Figure 1 "O O COOKIES (Packages) 8 (?) PRETZELS (Bags) 4 H Figure 2 23 G 08 COOKIES (Packages) ?

imone enjoys both pretzels and cookies. Assume that the "more is better" principle holds for Simone, meaning that she would always prefer to onsume more of either good, holding the level of consumption of the other good constant. he two figures below present information regarding Simone's preferences. The points on Figure 1 represent combinations of cookies and pretzels that imone might choose to consume. Figure 2 plots the same points as Figure 1, but it also shows some of Simone's indifference curves: I₁, I2, and 13. hus, Figure 2 gives more insight into Simone's preferences than Figure 1. PRETZELS (Bags) Figure 1 "O O COOKIES (Packages) 8 (?) PRETZELS (Bags) 4 H Figure 2 23 G 08 COOKIES (Packages) ?

Economics:

10th Edition

ISBN:9781285859460

Author:BOYES, William

Publisher:BOYES, William

Chapter21: Demand: Consumer Choic

Section: Chapter Questions

Problem 16E

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When consumers have a budget, their utility is maximized by buying a combination of goods such that the marginal utility per dollar is the same for all of these goods. This is because if this were not the case, it would mean that the consumer hadn't used up their entire budget. of their insatiability. if a consumer could get higher marginal utility from one good than from others, they would want to buy more of that good, and less of others. if a consumer could get higher marginal utility from one good than from others, they would want to buy less of that good, and more of others. it guarantees them some variety.
Please explain in detail part a to d.
Carol has very weird preferences. She only cares about quantity. When evaluating a bundle, Carol only looks at the highest amount of a good she can consume in each bundle, regardless of whether it is of eggs or dumplings. She is indifferent between two bundles only when the largest consumption of a good within each bundle is the same across bundles. So, for instance, if a bundle offers 5 eggs and 1 dumpling she finds that bundle indifferent to a bundle offering 4 eggs and 5 dumplings. These preferences are transitive. But are they monotone? And convex?
Revealed Preference is when an individual's behavior reveals information about a person's tastes and preferences,i.e. what he likes and dislikes and how much he likes or dislikes a good. The individual demand schedule and an individual's demand curve reveals a person's tastes and preferences for a good. Specifically it reveals how much each successive unit of the good he consumes is worth to him. We can say this differently by saying the maximum price a person is willing to pay for a particular unit of the good is how much that unit of the good is worth to him. This value is revealed by his behavior or his willingness to voluntarily give a certain amount of money in exchange for that unit of the good. In other words, how many units of a good a person demands/buys at any given price. Look at the image.
Revealed Preference is when an individual's behavior reveals information about a person's tastes and preferences,i.e. what he likes and dislikes and how much he likes or dislikes a good. The individual demand schedule and an individual's demand curve reveals a person's tastes and preferences for a good. Specifically it reveals how much each successive unit of the good he consumes is worth to him. We can say this differently by saying the maximum price a person is willing to pay for a particular unit of the good is how much that unit of the good is worth to him. This value is revealed by his behavior or his willingness to voluntarily give a certain amount of money in exchange for that unit of the good. In other words, how many units of a good a person demands/buys at any given price. Look at the images below. multiple choices can be correct. which answers are correct? look at graph.
Heather and Jeremiah both enjoy sunflower butter (s) and jelly (j) sandwiches, but they have varying preferences regarding the optimal ratio of the two. Heather prefers her sandwiches to have 6 spoonfuls of sunflower butter for every 3 scoops of jelly, whereas Jeremiah prefers 3 scoops of sunflower butter for every 5 scoops of jelly. They both would prefer as many sandwiches as possible, but derive no utility from sandwiches without their preferred ratio of s and j. A) Write down a utility function for both Heather and Jeremiah regarding consumption of s and j (U(s,j)) B) On the same graph, draw a set of indifference curves for both Heather and Jeremiah, labeling which is which. C) In addition to s and j, Heather and Jeremiah now need bread, b, to make sandwiches. Heather prefers to separate her sunflower butter and jelly and therefore uses 3 slices of bread per sandwich. Write down Heather’s utility function Uh(s,j,b) as a function of the three inputs.
This is part 2 of a two-part question. Romeo has typical preferences over chocolates C and flowers F, with the associated utility function U (C, F) = 3CF +10C +6F. The price of chocolates is $5 per piece, and the price of flowers is $3 per stalk. He has $90 to spend on chocolates and flowers on Valentine's Day. Suppose his utility does not include any other goods. Now suppose that the price of chocolates increases. Select the true statement. Romeo will purchase his original bundle. Romeo's budget line rotates inwards about the chocolates intercept. Romeo will purchase fewer chocolates than before the change.
10.6 For every two boxes of strawberries that she consumes, Millicent insists on having one pitcher of cream. She does not, however, insist on consuming the same amount every week. Her utility function is U = min{$₁,2c₁}min{$2,2c2} where s₁ and s2 are the number of boxes of strawberries she consumes this week and next week and c₁ and c₂ are the number of pitchers of cream she consumes this week and next. Strawberries cost $2 a box and cream costs $1 a pitcher. She has a present value of $100 to spend on these goods in the next two weeks. The weekly interest rate is 1%. How many boxes of strawberries will she consume this week? (a) 10 (b) 20 (c) 22 (d) 14.1 (e) 6.06
You are choosing between two goods, X and Y, and your marginal utility from each is as shown in the following table. If your income is $9 and the prices of X and Y are $2 and $1, respectively, what quantities of each will you purchase to maximize utility? What total utility will you realize? Assume that, other things remaining unchanged, the price of X falls to $1. What quantities of X and Y will you now purchase? Using the two prices and quantities for X, derive a demand schedule (a table showing prices and quantities demanded) for X.
You are choosing between two goods, X and Y, and your marginal utility from each is as shown in the table below. If your income is $9 and the prices of X and Y are $2 and $1, respectively, what quantities of each will you purchase to maximize utility? What total utility will you realize? Assume that, other things remaining unchanged, the price of X falls to $1. What quantities of X and Y will you now purchase? Using the two prices and quantities for X, derive a demand schedule (price–quantity-demanded table) for X.
Confused on the first problem and unsure if the rest I have is correct
Suppose a consumer has a budget of $200 to spend on two goods, X and Y, whose prices are $20 and $10, respectively. If the consumer is observed to buy 5 units of X and 10 units of Y, where the respective Marginal Utilities of X and Y are, 50 and 40 utils, is the consumer in equilibrium? Explain why or why not. If the consumer is not in equilibrium under conditions in d), suggest another combination that would possibly achieve equilibrium. Explain your answer.