1.

Suppose we have the following notation. q: quantitiy, p = p(q): demand equation [price per units when you produce q units), R = R{q}: Revenue obtained bysellingq units. C = C(q}: Cost of producingq units. C = C(13): Average cost per units when you produce :3 units and P = 13(11): Prot obtained by producing and selling q units which of the following is false ? (yumE1 OB.R=p' Oc.P=Cp-q OD.P=RC (Z) E.C=p% Is it true or false that "if the point 1;\" maximizes the average test, then it also maximizes the cost function"? Suppose the graphs of the revenue function R(q) and the cost function C(q) meets for q = a and q = b, and they are differentiable functions. If we know C(q)