What is the primary difference between the bisection method and the Newton - Raphson method?
B.The bisection method can be used for nonlinear equations only, while the Newton - Raphson can be used for linear equations.
C.The bisection method uses the exact derivative at the current point, while Newton - Raphson approximates the derivative using two previous points.
D.The bisection method requires the function to change signs at the endpoints of an interval, while the Newton - Raphson method uses the derivative to iteratively improve the approximation of the root.