Question: 1. (02.03 MC) Given that g(x) = - 6 + 1x+ 2, find g'(x). (1 point) g'(x) =- # 2x + 3 g'(x) = 6

1. (02.03 MC) Given that g(x) = - 6 + 1x+ 2, find g'(x). (1 point) g'(x) =- # 2x + 3 g'(x)

1. (02.03 MC) Given that g(x) = - 6 + 1x+ 2, find g'(x). (1 point) g'(x) =- # 2x + 3 g'(x) = 6 2x O g'(x) = _12 +1 O g'(x) = _12 41 2. (02.03 MC) dr Find A if A = n/2. (1 point) Or 2n O 2n/3 2nr 3. (02.03 LC) Find On if h(x) = cn, where c is a constant. (1 point) dx O cn O c OnLet f be the function given by f(x) = 3x4 - 5x2 + 6. What is the value of f'(-2)? (1 point) O -76 O - 62 O 74 116 5. (02.03 MC) What is the slope of the tangent line to the graph of f(x) = x3 - 6x + 3 at (0, 3)? (1 point) O - 6 3 O - 3 0

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