Exam 2: A Theory of Preferences

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Jane's utility function is given by: U(x, y)= xy2. i)Is Jane indifferent between bundles (2,1)and (1,2)? ii)Suppose Jane consumes 3 units of x and 2 units of y. If Jane increases her consumption of x by 1 unit but decreases her consumption of y by 1 unit, will she move to a lower indifference curve? iii)Calculate the MRS when x = 3 and y = 2. (Calculus required)

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Given the following utility function, U(x1,x2)= x1 * x2, which of the following does not represent the same preference ordering:

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Which of the following is not a reason that economists use the assumption that indifference curves are convex?

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Cheryl is always willing to trade 3 cheeseburgers for a bucket of shrimp. Her indifference curves are:

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A consumer's set of indifference curves provides:

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The basic reason there are so many excellent substitutes for water in almost all Canadian cities is that:

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Figure 2A  Figure 2A   -In Figure 2A, which of the following curves represents a weakly convex indifference curve? -In Figure 2A, which of the following curves represents a weakly convex indifference curve?

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Define the Panglossian dilemma and illustrate it with an example.

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If x1 is $20 bills and x2 is $100 bills, then:

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Consider the following utility functions: i)U(x, y)= xy1/2 ii)U(x, y)= 10xy iii)U(x, y)= 3x + 4y iv)U(x, y)= 2x + ln(y) v)U(x, y)= x3 a)Construct an indifference curve for each of these functions. b)Calculate the MRS for each of these functions. (Calculus required)

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People smooth out consumption over time:

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If Henry decides to give up his social life in order to be more productive at work, an economist would consider this:

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If Jane's utility function is given by U = xy:

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Employees demand more more for overtime work because:

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Compute the MRS for the indifference curve x1 + x2 = c. Is it diminishing?

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The nonsatiation assumption:

(Multiple Choice)
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Anna's preferences can be expressed by the utility function U(x1, x2)= x1 + x2. Which of the following does NOT represent the same preferences?

(Multiple Choice)
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If the utility number associated with consumption bundle a is exactly the square root of the utility number associated with bundle b, then:

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Indifference curves between left shoes and right shoes are:

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For the utility function: U = x + y2, the MRS is given by: (calculus required)

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