Jenny spends an average of $3 each hour she plays video games. What is her marginal utility per dollar for the second half hour?

Jenny pays $5 per hour to use the local swimming pool. What is her marginal utility per dollar for the first half hour of swimming?

Use the following table 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 Marginal Utility of Hard Candies1 60 1502 50 1403 40 1204 30 1005 20 806 10 707 5 508 0 20 If Cloe buys either chocolates or hard candies one piece at a time, what will be her first two purchases?Multiple Choicea hard candy, followed by another hard candya hard candy, followed by a chocolatea chocolate, followed by a hard candya chocolate, followed by another chocolate

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 ItemsMarginal Utility of ChocolatesMarginal Utility of Hard Candies160150250140340120430100520 80610 707  5 508  0 20 What is Cloe’s total utility at her utility maximizing bundle?Multiple Choice870 utils620 utils80 utils150 utils

leslie works from home as an IT consultant and consumes only two goods: work (W), which is measured in hours, and consumption (C), which is measured. in dollars. Normally she works 40 hours a week and is paid $36 per hour. However, she can be contracted for an additional 2o hours a week at $52 per hour. Leslie cannot work for more than 60 hours a week.What is the minimun number of hours leslie must work to attain $720 of consumption?

User In any given week, Anne receives satisfaction only from the consumption of goods and from the consumption of leisure L, which is measured in hours, obviously, Anne consumes many different types of goods, but for simplicity was aggregate the dollar value of all their goods that she consumes during the week and call it C. Assume that if Anne chooses to work, the hourly wage rate is w=6 and she has to sleep 8 hours per day, Potentially ,if she wants, she can work up to 5 days a week, Call L Anne’s weekly leisure time, where L is all the hours during the 5-day workweek during which Anne is neither working nor sleeping. Anne's utility is given by u(C,L) =𝐶^a𝐿^(1−𝑎), where a=0.6. (a)(1 point) What is Anne's utility maximizing choice of C? (b)(1.5) By how many hours does her optimal choice of L increase if the government gives her a weekly unconditional subsidy of 20?