Find the marginal values for functions a, b, and c given below and evaluate each at Q=100. a) C(Q) = 540 + 6Q where C(Q) is the total cost function and Q is the level of production. b) R(Q) = 9Q where R(Q) is the total revenue when Q units are transacted at a constant price of P=$9. c) R(Q) = P(Q)Q, where P(Q) = 40 – 0.1Q, is a demand (inverse) function showing the dependence of price on quantity demanded Q. %3D

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