Consider the equation 2x - 1 = 2 on the interval [1, 2]. 1 +1 will converge to a 2pn-1 Show that the fixed point iteration of the form pn = unique fixed point in that interval for any initial guess po in the interval. Using an intial guess of po = 1.3, approxiinate the solution of the equation to an accuracy of 10-2 using the fixed point iteration given in part (a) and then again Lising Newton's method. Determine which of the two sequences converges faster and give the reason for that?

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