Units of the Good Total Utility Total Utility of X of Y 0 0 0 1 560 580 2 970 1040 3 1260 1380 4567 α 1490 1660 1660 1880 1790 2060 1880 2180 8 1940 2260 For the next 3 questions, assume that an individual consumes two goods X and Y. The total utility (assumed measurable) of each good is independent of the rate of consumption of other goods. The prices of X and Y are, respectively, $10 and $20. If the consumer buys the third unit of X the Marginal Utility per Dollar Spent on X is If the consumer has $110 to spend on X and Y, the utility-maximizing bundle is unit(s) of Y. unit(s) of X and The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Units of
the Good
Total Utility Total Utility
of X
of Y
0
0
0
1
560
580
2
970
1040
3
1260
1380
4567 α
1490
1660
1660
1880
1790
2060
1880
2180
8
1940
2260
For the next 3 questions, assume that an individual consumes two goods X and Y.
The total utility (assumed measurable) of each good is independent of the rate of consumption of other
goods.
The prices of X and Y are, respectively, $10 and $20.
If the consumer buys the third unit of X the Marginal Utility per Dollar Spent on X is
If the consumer has $110 to spend on X and Y, the utility-maximizing bundle is
unit(s) of Y.
unit(s) of X and
The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $
Transcribed Image Text:Units of the Good Total Utility Total Utility of X of Y 0 0 0 1 560 580 2 970 1040 3 1260 1380 4567 α 1490 1660 1660 1880 1790 2060 1880 2180 8 1940 2260 For the next 3 questions, assume that an individual consumes two goods X and Y. The total utility (assumed measurable) of each good is independent of the rate of consumption of other goods. The prices of X and Y are, respectively, $10 and $20. If the consumer buys the third unit of X the Marginal Utility per Dollar Spent on X is If the consumer has $110 to spend on X and Y, the utility-maximizing bundle is unit(s) of Y. unit(s) of X and The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $
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