Can someone help me with this? A firm's production function is given by Q = 3L1/2 + 2K1/2, where Q, L, and K denote the number of units of output, labour, and capital, respectively. Labour costs are $3 per unit of labour, capital costs are $4 per unit of capital, and output sells at $12 per unit. Find the profit function for this firm and hence determine the maximum profit and the values of L and K at which it is achieved. (Note: Type integer values) Profit = Blank 1 L^0,5 + Blank 2 K^0,5 - Blank 3 L - Blank 4 K For what values of L and K is profit maximized? L = Blank 5 K = Blank 6 What is the maximum profit? Profit = Blank 7 Thank you!.