4.8. The economies of scale curve in Figure 4.1 can be represented algebraically in the following equation: Average costs = a + bQ + cQ? where Q is the quantity produced by a firm and a, b, and c are coefficients that are esti- mated from industry data. For example, it has been shown that the economies of scale curve for U.S. savings and loans is: Average costs = 2.38 .615A + .54A2 where A is a savings and loan's total assets. Using this equation, what is the optimal size of a savings and loan? (Hint: Plug in different values of A and calculate average costs. The lowest possible average cost is the optimal size for a savings and loan.) 4.8. The economies of scale curve in Figure 4.1 can be represented algebraically in the following equation: Average costs = a + bQ + cQ? where Q is the quantity produced by a firm and a, b, and c are coefficients that are esti- mated from industry data. For example, it has been shown that the economies of scale curve for U.S. savings and loans is: Average costs = 2.38 .615A + .54A2 where A is a savings and loan's total assets. Using this equation, what is the optimal size of a savings and loan? (Hint: Plug in different values of A and calculate average costs. The lowest possible average cost is the optimal size for a savings and loan.)