Chapter 20: Problem 2
Is it possible for marginal utility to be negative and total utility positive? Explain.
Chapter 20: Problem 2
Is it possible for marginal utility to be negative and total utility positive? Explain.
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Get started for freeTo increase marginal utility, you must decrease consumption (everything else held constant). This statement is correct, even though it sounds strange. Explain why.
Using utility, explain the following commonly Using utility, explain the following commonly made statements: a. I couldn't cat another bite. b. I'll never get tired of your cooking. c. The last drop tastes as good as the first. d. I wouldn’t eat broccoli if you paid me. e. My kid would eat nothing but junk food if I allowed her. f. Any job worth doing is worth doing well.
As people age, they typically spend more on luxury goods than when they are younger. Does this mean that diminishing marginal utility of money declines as people age?
Using the following information, calculate total utility and marginal utility. a. Plot the total utility curve. b. Plot marginal utility directly below total utility. c. At what marginal utility value does total utility reach a maximum? \(\begin{array}{lr}\text { Number of utils for the first unit } & 300 \\ \text { Number of utils for the second unit } & 250 \\ \text { Number of utils for the third unit } & 220 \\ \text { Number of utils for the fourth unit } & 160 \\\ \text { Number of utils for the fifth unit } & 100 \\ \text { Number of utils for the sixth unit } & 50 \\ \text { Number of utils for the seventh unit } & 20 \\ \text { Number of utils for the eighth unit } & 0 \\ \text { Number of utils for the ninth unit } & -250\end{array}\)
Can you see a connection between the emotional and logical brain and the action known as loss aversion?
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