8. Consider a fixed-point problem x = g(x). We have shown the existence of the fixed point provided that [g'(x)] = k 1. Show that the sequence {Pn}generated by Pn = g(n-1) does not converge to p for any initial approximation po if we assume that Pn (n = 0,1, :) never equals p. 8. Consider a fixed-point problem x = g(x). We have shown the existence of the fixed point provided that [g'(x)] = k 1. Show that the sequence {Pn}generated by Pn = g(n-1) does not converge to p for any initial approximation po if we assume that Pn (n = 0,1, :) never equals p