Given a consumer who has a utility function described as U=2x^2. The consumer buys positive amounts of the good(x) whose market price is $18 per unit. How much of good X does the consumer buy and consume?
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Expert's answer
2020-10-21T10:18:32-0400
The utility function of the consumer has no maximum value, because MU = TU'(x) = 4x = 0 only if x = 0.
So, we need to know the consumer's budget to find the maximal possible quantity consumed, at which the total utility is maximized.
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