Question: DO NOT COPY AND PASTE THE SOLUTION FROM A SIMILAR PROBLEM THAT IS ALREADY ON HERE. I HAVE ASKED THIS QUESTION TWICE ALREADY, AND GOTTEN
Suppose a refinery must ship finished goods to some storage tanks using two pipelines, A and B. The cost of shipping x units on A is ax^2; the cost of shipping y units on B is by^2, where a>0 and b>0 are given. How can one ship Q units while minimizing the cost? a) Write down the optimization problem in standard form. b) Formulate the first order optimality conditions. c) Find x, y and the minimum cost
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