Suppose that the cost C (in dollars) of removing p percent of the particulate pollution from the smokestacks of an industrial plant is given by C(P) = - 5200p 100 - p a) Find the domain of this function. (Enter your answer using interval notation.) (-00,100) (100,00) b) Find the functional value. (Round your answer to the nearest cent.) C (42 ) = $ Explain what it means. C(42) is the ---Select--- @ of removing ---Select--- @ of the particulate pollution from the smokestacks of the industrial plant. (c) Find the functional value. C(90) = $ Explain what it means. C(90) is the ---Select--- of removing --Select--- @ of the particulate pollution from the smokestacks of the industrial plant. (d) Find the functional value. C(99) = $ Explain what it means. C(99) is the (---Select--- of removing mmmSelect--- @ of the particulate pollution from the smokestacks of the industrial plant. (e) Find the functional value. C(99.5) = $ Explain what it means. C(99.5) is the ( ---Select--- of removing ---Select--- O of the particulate pollution from the smokestacks of the industrial plant. Need Help? Read It Watch It