A firm has two variable factors of production (x, y) with a production function q(x,y) = x^1/3*y^1/3. The price of output is p, the price of factor x is wx, and the price of factor y is wy. - Find the factor demand curves x*, y*, and the optimal consumption level q*. - If p = 9, wx = 1, and wy = 1, what would the firm’s profit be?