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Clark’s utility function is based on two goods – wigs and suits. His utility function is U (W, S) = 2WS2, and his marginal utilities from wigs and suits are MUW = 2S2 and MUS = 4WS respectively. The price of wigs is PW = $6 and the price of suits is PS = $24. What is the optimal bundle (combination of suits and wigs) if Clark’s income is $180?

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