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Consider the equation X x a Solve the equation accurate to 3 decimal places by...

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Calculus

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Consider the equation X x a Solve the equation accurate to 3 decimal places by performing fixed point iteration as given b Find an interval a b such that iteration of xn 1 point for any xe a b 2 n is guaranteed to converge to a unique fixe c Show that the given equation is algebraically equivalent to x teration in this form fails to converge In x In 2 Explain why fixed poi

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