Use Theorem 2.1 to find a bound for the number of iterations needed to achieve an approximation with accuracy 10−3 to the solution of x3+x−4 = 0 lying in the interval [1, 4]. Find an approximation to the root with this degree of accuracy.
Reference: Theorem 2.1
Suppose that f ∈ C[a, b] and f (a) ·f (b) < 0. The Bisection method generates a sequence
approximating a zero p of f with
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