A consumer's preferences are given by the following Leontif utility function: u (x, y) = min [14x, 7y] Assume P x > 0, Py > 0, and U > 0. (a.) Solve for the Hicksian demand (i.e. compensated demand) for x as a function of Px , Py, and U. Your answer should be in the form of a fraction. The only letters in your response should be the function inputs. Note that U and P are capitalized, and the x and y in P are subscripts. XH |PP =