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Let u(x) = 2x1^3/4x2^3/2+3x1 represent a consumers utility function, and let p1 = 1 and p2 = 2/ Solve for the wealth expansion path and

Let u(x) = 2x1^3/4x2^3/2+3x1 represent a consumers utility function, and let p1 = 1 and p2 = 2/ Solve for the wealth expansion path and graph it in the commodity space for w E [0,100]. Are either goods inferior anywhere on w E [0,100]?

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