I want those 6 questions to be answered

Let f (2) = Find the values of a where f' (x) = 6. 2 +7 Give exact answers (not decimal approximations). The greater solution is x = The lesser solution is x = Find the values of a where the tangent line to the graph of f(x) = - is parallel to the line y - - 5x + 6. Enter the exact values of the answer(s) (not decimal approximations), separated by commas as needed. Given y(a) = 18g(x) f(x) + 8h(x) and x = - 8 with f ( - 8) = 20, f'( - 8) = -10, g( - 8) = - 11,g'( - 8) = -12, h ( - 8) = 6, h'( -8) =8 Find y' ( - 8) y'( - 8) = n ... . If f ( 2) = Vx - 7 , find: Vac + 7 f' (2) = Given F(u) = - 2u -2, find F (5) (u). To the nearest hundreth, f' (2) = F (5) ( u) = 7x + 8 Question Walk . .. If f ( z ) = . find: 4x + 4' f'(x) = Simplify your answer. f' (1) = Enter an exact, simplified fraction - cat