question is provided below:

Suppose that the production of crayons (q) is conducted at two locations and uses only labor as an input. The production function in location 1 is given by :11 = 1019'5 and in location 2 by 42 = 50120'5 If a single rm produces crayons in both locations, then it will obviously want to get as large an output as possible given the labor input it uses. Given this goal, the rm will allocate labor such that 11 = v I; Assume that the rm operates in the efcient manner described in the previous part of the problem. which of the following equations best describes the total output q as a function of the total amount of labor hired l? (j q = 101/251 (7 q = 101/231 (T q = 601/261 /\" (1:5 251