Question: For 1-3 the derivative of the given function in simplest form without negative exponents. 1. g(x) = (x3-5) (x2 +7) (2 points) 2. y =

 For 1-3 the derivative of the given function in simplest formwithout negative exponents. 1. g(x) = (x3-5) (x2 +7) (2 points) 2.

y = = (2 points) 3. f(x) = In(x3 + 3x -1)(3 points) 4. Find the slope of the tangent of f(t) =

For 1-3 the derivative of the given function in simplest form without negative exponents. 1. g(x) = (x3-5) (x2 +7) (2 points) 2. y = = (2 points) 3. f(x) = In(x3 + 3x -1) (3 points) 4. Find the slope of the tangent of f(t) = v2x + 7 at t = 1 in simplest form. (4 points)5. Find the equation of the tangent line to f (x) = %at (1,-1). {4 points) 6. Find the coordinates of the horizontal tangents of Mac) 2 x3 27x. (4 points) Use the table below to find the value at each indicated point. You must show how you arrived at our answer. 7. Given h(x) =f{x) + g(x), find VB) (3 points) 8- Given h(x) = f(g(x)),find h'(0) {3 points)

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