Question: please help The root of an unknown continuous function is to be found via the Bisection Method. The initial lower and upper guesses are x1

please help

The root of an unknown continuous function is to be found via the Bisection Method. The initial lower and upper guesses are x1 = 2 and Cu # 8 respectively. The algorithm stops when the absolute value of the difference between the lower and upper guesses is less than 0.1. How many iterations will be made? Assume f (x1 ) and f (Tu ) have opposite signs

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