Units of the Good 0 1 2345678 Total Utility Total Utility of X of Y 0 0 620 1740 1120 3030 1500 3960 1820 4710 2080 5280 2300 5730 2460 6060 2580 6300 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, $20 and $30. If the consumer buys the fourth unit of X the Marginal Utility per Dollar Spent on X is 16 I If the consumer has $210 to spend on X and Y, the utility-maximizing bundle is The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $ unit(s) of X and unit(s) of Y

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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Question
Units of
the Good
0
1
5678AWN2
3
4
Total Utility Total Utility
of X
of Y
0
0
620
1740
1120
3030
1500
3960
1820
4710
2080
5280
2300
5730
2460
6060
2580
6300
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, $20 and $30.
If the consumer buys the fourth unit of X the Marginal Utility per Dollar Spent on X is 16 I
If the consumer has $210 to spend on X and Y, the utility-maximizing bundle is
The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $
unit(s) of X and
unit(s) of Y.
Transcribed Image Text:Units of the Good 0 1 5678AWN2 3 4 Total Utility Total Utility of X of Y 0 0 620 1740 1120 3030 1500 3960 1820 4710 2080 5280 2300 5730 2460 6060 2580 6300 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, $20 and $30. If the consumer buys the fourth unit of X the Marginal Utility per Dollar Spent on X is 16 I If the consumer has $210 to spend on X and Y, the utility-maximizing bundle is The minimum budget necessary to move to a higher equilibrium consumption of X and Y is $ unit(s) of X and unit(s) of Y.
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