Question: Let f (x) = 2x - x7 + 3. If g(x) = f-1(x) and g(4) = 1, find g'(4). 2x 2 X7 + 32 4

Let f (x) = 2x - x7 + 3. If g(x)

Let f (x) = 2x - x7 + 3. If g(x) = f-1(x) and g(4) = 1, find g'(4). 2x 2 X7 + 32 4 1 ( + ) = 7 6X- 27- 4 If f(2) = -3 and f (2) = = find (f-1)'(-3). Find (f-1)' (2). f (x ) = x5 - x3 + 2x y+3= 3(X-2) 22x - X '+ 2 X 4. Use the table of values to find (f-1)(6). 4 X F P. 1= - 2 f (X126 5x - 3x +2 = 4 -2 6 - -8 0 0 -2 2 -2 4 4 48 58 If /2) 6 294 208 a) Find the slope of the line TANGENT to the graph of the given equation at the given point. b) Find the slope of the line NORMAL (perpendicular) to the graph of the given equation at the given point. y = 3xby - 4 arcsinx oxytax dy 6. Given It + y = 36 Find: (Get the beautiful answer for bonus points!)

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