The local swimming pool charges nonmembers $10 per visit. If you join the pool, you can swim for $5 per visit, but you have to pay an annual fee of $F. Use an indifference curve diagram to find the value of F that would make it just worthwhile for you to join the pool. Suppose that the pool charged you exactly that value. Would you swim more or less than you did before joining? Use income and substitution effects to explain your answer.
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The local swimming pool charges nonmembers $10 per visit. If you join the pool, you can swim for $5 per visit, but you have to pay an annual fee of $F. Use an indifference curve diagram to find the value of F that would make it just worthwhile for you to join the pool. Suppose that the pool charged you exactly that value. Would you swim more or less than you did before joining? Use income and substitution effects to explain your answer.
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- Clarice has a utility function: U(Y) = 1000 - (100/Y), where Y is her income. clarice has just graduated from college and has a career choice for her first job of either working as a teacher and earning $40,000 or trying to become a theatre lighting director and earning $70,000 (if there is growth in the demand for theatre) or $20,000 (if there isn't growth in the demand for theatre). there is a 50% probability of growth. a consulting firm guarantees Clarice that it already knows whether there will be growth in the demand for theatre next year. what is the maximum amount Clarice should be willing to pay for this information?Hector has a budget for bottled water and soda pop. If the price of soda pop decreases, Hector will achieve the same level of satisfaction because his budget has not changed.John currently lives in Sydney where he earns $2700 a week as a high school principal. If he moves to Batemans Bay, he has to accept a position as a classroom teacher where he will earn $2100 a week. John only considers two goods, cost of living (c) and health (h). In Sydney, pe = 54 and ph = 90. In Batemans 1 1 Bay, Ph = 36. John's utility function is u(c, h) = h + cihi. a) What is John's optimal consumption of h in Sydney? b) What would be John's optimal consumption of c in Batemans Bay? c) What is the maximum cost of living ph such that John will accept to move to Batemans Bay?
- John currently lives in Sydney where he earns $2700 a week as a high school principal. If he moves to Batemans Bay, he has to accept a position as a classroom teacher where he will earn $2100 a week. John only considers two goods, cost of living (c) and health (h). In Sydney, Pc = 54 and ph = 90. In Batemans Bay, ph = 36. John's utility function is u(c, h) = h + c2h2. a) What is John's optimal consumption of h in Sydney? 13.5 One possible correct answer is: 17.715 b) What would be John's optimal consumption of c in Batemans Bay? One possible correct answer is: 24.243 c) What is the maximum cost of living ph such that John will accept to move to Batemans Bay? One possible correct answer is: 73.651The table details the total utility that J.J. gets from going to see basketball and hockey games during a month. J.J. had $120 to spend. Calculate the marginal utility and the marginal utility per dollar spent for both basketball and hockey given that the price is $20 and $30 respectively. Based on your calculations: how many basketball games would he attend? how many hockey games would he attend?Fang likes playing badminton with her friends. Her utility function for playing badminton every week is given by U(t) = 11t – 2t2, where t is measured in hours. They play on a badminton court, which they can rent per hour. Suppose the current price to play on the badminton court is £2.50 per hour. How many hours should Fang play if she wishes to maximise her utility? Explain what we mean by the principle of diminishing marginal utility. Does the principle apply in Fang’s case? Explain why. In a diagram with income in pound sterling on the horizontal axis and quantity on the vertical axis, show the relationship between Fang’s budget and the number of hours that would maximise her consumer surplus.
- John works at Frito-Lay distribution center. He is paid $20 per hour and can choose how many hours he can work a week. However, if he works 30 hours per week he is eligible for health insurance and other benefits worth $100 to him. Which of the graphs below show John’s budget constraint in this scenario?Suppose your only source of income is work and that you are paid $20 per hour. This determines a budget constraint. You can buy free time at the expense of your income by working less. Likewise, you can get more income at the expense of your free time by working more. Suppose that you can choose how many hours you work. How do you decide exactly on which point of your budget constraint you will choose? Explain this by referring to your indifference curves.At the start of the week, Marie decides to buy a pie. Does this imply that the utility she receives from this pie is greater than or less than her opportunity cost of purchasing the pie? Marie is thinking about purchasing a second pie. Do we expect the marginal utility she receives from the second pie to be greater than, less than, or equal to the marginal utility she receives from the first pie? Explain your answer.
- Marie has a weekly budget of $24, which she likes to spend on magazines and pies. If the price of a magazine is $4 each, what is the maximum number of magazines she could buy in a week?Hi can you solve this step by step please. Eric receives utility from days spent traveling on vacation domestically (D) and days spent traveling in a foreign country (F) as given by the utility U(D, F) = DF. The price of a day spent traveling domestically is $160 and in a foreign country $200. Eric’s annual budget for traveling is $8,000. Find Eric’s utility maximizing choice of days traveling domestically and in a foreign country. Find also his utility level from consuming that bundle.would you rather maximize your total utility or your marginal utility?
