Use the following information to answer the question below. Cloe is given $4 of pocket money to be spent on either hard candies or chocolates. Chocolates cost 40 cents each and hard candies cost 80 cents each. The marginal utilities derived from the consumption of each product are as shown in the following table. Number of Items Marginal Utility of Chocolates 1 60 2 50 40 30 20 3 4 5 6 7 8 10 Multiple Choice 5 0 6 chocolates and 2 hard candles 4 chocolates and 3 hard candles O 2 chocolates and 4 hard candles Marginal Utility of Hard Candles O chocolates and 5 hard candles 187288288 150 140 100 Which combination would maximize Cloe's total utility given her $4 budget? 80 70 50 20

A consumer is making purchases of products Alpha and Beta such that the marginal utility of product Alpha is 63 and the marginal utility of product Beta is 40. The price of product Alpha is $9, and the price of product Beta is $5. The utility-maximizing rule suggests that, to stay within a given budget constraint, this consumer should Multiple Choice O O O increase consumption of product Beta and increase consumption of product Alpha. make no change in the consumption of Alpha or Beta. increase consumption of product Beta and decrease consumption of product Alpha. increase consumption of product Alpha and decrease consumption of product Beta.

5. Jonas purchases only two goods, starfruit (S) and kiwi (K). He has an income of $60 and can buy starfruit at $2 per pound and kiwi at $3 per pound. His utility function is U(S,K)=3S+4K. That is, his (constant) marginal utility for starfruit is 3 and his marginal utility for kiwi is 4. What bundle of starfruit and kiwi should he purchase to maximize his utility? Why?

Nh