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Flossy has a quasi-linear utility function, 16q1^0.5 + q2. The price of good 1 is fixed at one. Thus, Flossy's budget constraint is q1 + p2q2 =Y, where Y denotes income. 6.1 Compute the interior solution. 6.2 Compute the interior solution where q1 > 0 and q2 = 0. 6.3 Under what conditions on prices and income is the corner solution obtained?
1. Kuhn - Tucker Conditions Max 2x + 3y s.t. pxX + pyY ≤ M. x ≥ 0, y ≥ 0 2. Max (8 + x)(8 + y) s.t. pxX + pyY ≤ M. x ≥ 0, y ≥ 0 Utility function 3. U(x, y)
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