A company has 100 units of investment capital to spend for equipment and labor combined. The company spends z units on equipment and 100 - x units on labor, enabling it to produce Q items where Q(x) = 5x ^ 0.4 * (100 - x) ^ 0.9 (a) How much should the company spend on equipment to maximize production Q? How much on labor? NOTE: Round answers to three decimal places. To maximize production, the company should allocate the 100 units of captial in the following way: Equipment: units Labor: units (b) Give the maximum production, Q. NOTE: Round your answer to three decimal places. The maximum production = items.