This is a problem to be solved only analytically. Think about Newton's method and the disadvantage it E it requires computation of the derivative of the function. Develop a method that circumvents this problem by using an approximation to the derivative obtained using a secant to the graph of the function: suppose you start with two points 950 and 951. Your approximation to the root, x2, will be the intersection of the secant through (x1, flag\" and (x0, f(x0)) with the x-axis. Express 3:2 as a function of 3:0 and 361, then show how this can be generalized from {950: x1, x2}to{xk_1, xk: 35ml}