K -x+14x+60 The cost of renting a DVD is $2, and so the total cost of renting x DVD's is $2x. Calculate your net benefit from watching 1, 2...8 DVDs. Complete column (2). (Enter your responses as integers.) (1) DVDs Rented 0 1 2 3 4 5 6 7 8 (2) Total Net Benefit
K -x+14x+60 The cost of renting a DVD is $2, and so the total cost of renting x DVD's is $2x. Calculate your net benefit from watching 1, 2...8 DVDs. Complete column (2). (Enter your responses as integers.) (1) DVDs Rented 0 1 2 3 4 5 6 7 8 (2) Total Net Benefit
Chapter6: Consumer Choice And Demand
Section: Chapter Questions
Problem 1.3P
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Transcribed Image Text:K
Suppose your total benefits of renting x DVD's next month is:
-x+14x+60
The cost of renting a DVD is $2, and so the total cost of renting x DVD's is $2x.
Calculate your net benefit from watching 1, 2...8 DVDs. Complete column (2). (Enter your responses as integers.)
Your net benefit is maximized at DVDs.
Suppose further that your marginal benefit from watching x DVD's is - 2x + 14.
If you follow the Principle of Optimization at the Margin, you will rent DVDs.
Why should you have anticipated your answer to (c)?
OA. The total net benefit of watching a DVD is increasing with watching DVDs.
(1)
DVDs
Rented
0
1
2
3
4
5678
(2)
Total Net
Benefit

Transcribed Image Text:Your net benefit is maximized at
DVDs.
Suppose further that your marginal benefit from watching x DVD's is - 2x + 14.
If you follow the Principle of Optimization at the Margin, you will rent
Why should you have anticipated your answer to (c)?
DVDs.
OA. The total net benefit of watching a DVD is increasing with watching DVDs.
B. The marginal cost of watching a DVD is constant.
C. The optimum in this example is feasible.
OD. Optimization in levels and in differences always yield the same answer.
OE. There is no difference between this outcome and the next feasible alternative.
(1)
DVDs
Rented
0
1
2
3
45678
5
6
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