Question: Consider an individual with a utility function represented by U(X,Y)=3XY (1/3) where the price of X is $2 and the price of $Y is 2

Consider an individual with a utility function represented by U(X,Y)=3XY^(1/3) where the price of X is $2 and the price of $Y is 2 and the individual's total budget is $200. What would be the optimal amount of good X consumed for this individual? (Round to the nearest whole number and report just the number without any units)

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