Suppose Olivia has an income of $800/week for which she can use to consume two goods: entertainment (E) and other (O). Furthermore, suppose the price per unit of entertainment is $40 and the price per unit of other is $25. What is the opportunity cost of consuming a unit of entertainment? Question 41 options: a 0.625 units of other b 1.6 units of other c 1 unit of other d None of the above

Suppose Olivia has an income of $800/week for which she can use to consume two goods: entertainment (E) and other (O). Furthermore, suppose the price per unit of entertainment is $40 and the price per unit of other is $25. What is the opportunity cost of consuming a unit of entertainment? Question 41 options: a 0.625 units of other b 1.6 units of other c 1 unit of other d None of the above

Exploring Economics

8th Edition

ISBN:9781544336329

Author:Robert L. Sexton

Publisher:Robert L. Sexton

Chapter10: Consumer Choice Theory

Section: Chapter Questions

Problem 9P

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The table below shows the marginal benefit that Dan derives by consuming different quantities of tacos and soda .The price of a taco is $3 and the price of soda is $1. Quantity sodas Tacos Marginal benefits ($) Marginal benefits($) 1 10 18 2 8 12 3 6 6 4 4 3 5 2 1 6 1 0.6 Refer to the table above.If Dan consumes 3 tacos and 0 sodas -not necessary his optical choice- how much consumer surplus is he enjoying? a) $ 24 b) $ 27 c) $ 9 d) $6
Suppose Olivia has an income of $800/week for which she can use to consume two goods: entertainment (E) and other (O). Furthermore, suppose the price per unit of entertainment is $40 and the price per unit of other is $25. If Olivia buys 5 units of entertainment, what is the maximum amount of other she could buy? Question 43 options: a 16 units of other b 20 units of other c 28 units of other d None of the above
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5. Sheila and Bruce are taking a canoe trip. Sheila brought 10 boxes of peanuts (x) and 15 bags of chips (y). Sheila's utility function is U*(x,y) = lnvx*+ Invy°. Bruce also brought 20 boxes of peanuts and 5 bags of chips. Bruce's utility function is UB(x.y) = min[x', y'I. a) Illustrate the endowment point and draw a sample set of indifference curves through the endowment point. b) If Sheila and Bruce trade what will be the pattern of mutually beneficial trade? c) If the terms of trade are the number of bags of chips (y) per box of peanuts (x) then what is the largest value that these terms can be for a mutually beneficial trade in this economy? d) Find one mutually beneficial trade where the terms of trade are 1 bag of chips (y) per 2 boxes of peanuts (x). Suppose that Sheila and Bruce set up two competitive markets for peanuts and chips. Below you will show that if the price of peanuts (x) is $1 and the price of chips (y) is $2 then the markets for both peanuts and chips will clear.…
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A date with Alex costs you $100 and gives you an additional 1000 units of utility. A date with Kelly costs you $200 and an additional 4,000 units of utility. Based only on the information you have, using the theory of rational choice, you most likely would: O be indifferent between the two dates O go on a date with Alex because the marginal utility per dollar is the greater of the two O go on a date with Kelly O go on a date with Alex
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