C. Consider the functions f(x) = cx? (the constant is given on exam) and g(x) = trig fctn. 1. Find f'(x) and g'(x) by th

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C. Consider the functions f(x) = cx? (the constant is given on exam) and g(x) = trig fctn. 1. Find f'(x) and g'(x) by th

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C Consider The Functions F X Cx The Constant Is Given On Exam And G X Trig Fctn 1 Find F X And G X By Th 1
C Consider The Functions F X Cx The Constant Is Given On Exam And G X Trig Fctn 1 Find F X And G X By Th 1 (36.44 KiB) Viewed 25 times
C. Consider the functions f(x) = cx? (the constant is given on exam) and g(x) = trig fctn. 1. Find f'(x) and g'(x) by the rules of differentiation. 2. Find the following numerical values in exact form - no decimals! a. f(1/3), 9(27/3), 9(-1/3), g(TI), b. g' (21/3), g'(-1/3), f'(-TE), f'(1/3) c. (fºg)'(TT) d. (gºf)'(1/3) e. (g )'(-1/3) for g restricted to domain [0.87, 3.42] SO 3. Find F(x) = f \/ dt and use it to show directly that F'(x) = f(x).
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