Math 273: Calculus I Towson University 2. (44 points) Let p(x) be a function whose function...

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Math 273: Calculus I Towson University 2. (44 points) Let p(x) be a function whose function and derivative values are given in the table. Consider two other functions f(x) & g(x) defined as follows: 2 f(x) = (x + p(x)) cot(x) g(x) = = p(x) 1 + 2 csc(x) Find the following and simplify your answers: a) f'(x) = b) f' (z) = c) g'(x) = d) g' () = P = 4 P' (7) = 5 Math 273: Calculus I Towson University 2. (44 points) Let p(x) be a function whose function and derivative values are given in the table. Consider two other functions f(x) & g(x) defined as follows: 2 f(x) = (x + p(x)) cot(x) g(x) = = p(x) 1 + 2 csc(x) Find the following and simplify your answers: a) f'(x) = b) f' (z) = c) g'(x) = d) g' () = P = 4 P' (7) = 5