Given a consumer's utility function: U(x. y) = 21n(x) + 1n (3/ 3) And their budget constraint: 4x + 23! = 100 How much of
Given a consumer's utility function: U(x. y) = 21n(x) + 1n (3/ 3) And their budget constraint: 4x + 23! = 100 How much of good x should this consumer purchase? (Round to two decimal places only if necessary)
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