An important problem in numerical analysis is to find a solution to the equation f (X) = 0 for some arbitrary f. If the function is continuous and has two points low and high such that f (low) and f (high) have opposite signs, then a root must exist between low and high and can be found by a binary search. Write a function that takes as parameters f, low, and high and solves for a zero. What must you do to ensure termination?
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