Let (x) = x 2 c and let e n = x n c be
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Let ƒ(x) = x2 − c and let en = xn − √c be the error in xn.
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(xn + c/xn) and en+1 = en/2xn. (a) Show that Xn+1 = (b) Show that if xo> √c, then xn> √e for all n. Explain graphically. (c) Show that if xo> √c, then en+1 ≤ e²/(2√c).
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