The demand and supply functions for Penn State women's volleyball jerseys are: p = d(x) =40 - x2 p = s(x) = 3x2 - 12x - 32 where x is the number of hundreds of jerseys and p is the price in dollars. Find the equilibrium point. Equilibrium quantity, x = , which corresponds to jerseys. Equilibrium price, p = dollars.The demand and supply functions for Penn State women's volleyball jerseys are: p = d(x) = -x2 + 11x + 38 p = s(x) = 14x - 2 where x is the number of thousands of jerseys and p is the price in dollars. Find the equilibrium point. Equilibrium quantity, x = ,which corresponds to jerseys. Equilibrium price, p = dollars.The monthly demand equation for Penn State Bakery Mini Cookie Canisters is given by P=1v36-x where x represents the number of hundreds of canisters and p is the price, in dollars, of a single canister. (2) If p = 4, find the corresponding value of x. (b) If each canister sells for 4 dollars, determine the number of canisters demanded. Round your answer to the nearest integer. Mumber of canisters demanded = : For each of the following functions, determine if it is a polynomial, rational function, both, or neither. (a) fix) = (8x* + 7)3 (0 Polynomial function only () Rational function only (O Both polynomial and rational function (0 Neither polynomial nor rational function 4x* 9x? b = (Bralx) ="57 4 x5 (O Polynomial function only (O Rational function only () Both polynomial and rational function () Neither polynomial nor rational function () h(x)=2x7 ox 2+ 7 (O Polynomial function only (0 Rational function only (O Both polynomial and rational function (0 Meither polynomial nor rational function (d) jlx) = (9x? + 2/x + 1)? () Polynomial function only () Rational function only (O Both polynomial and rational function () Meither polynomial nor rational function For each function, if it is a polynomial, enter the corresponding degree. If it is not a polynomial, enter DNE for its degree. (c) Degree of (4x + 2x 6)(5x7 4x* 8) = I:I (d) Degree of (2x + 5)3(-7x7 +8) = | P _ X2 Q x 32