The equation of the line tangent to the curve F (x) = S e dt at a = %3D V1- O y-V2 = (=- ) O %3D y - = v2 (a - ) O y-v2=-(-) y+ = v2 (2 - ) %3D |

how to find equation of a tagent line y=x^4 +2e^x  at (0,2)

Use Taganthmic differentiation to find dy if dx y = (2x) 5x [(8-)19) (0) (b)

Consider the function. F(x) = x³ – 6x² + 7 Find f'(x). f'(x) = Find f"(x). f"(x) = Find f"(-8) and f"(4). f"(-8) %D f"(4) Determine whether the function f(x) is concave up or concave down at the indicated points. (а) х%3D -8 O concave up O concave down (b) х%3D 4 O concave up O concave down