Question: The ancient Babylonians had an algorithm for determining the square root of a number a. Start with an initial guess of a / 2. Then

The ancient Babylonians had an algorithm for determining the square root of a number a. Start with an initial guess of a / 2. Then find the average of your guess g and a / g. Thats your next guess. Repeat until two consecutive guesses are close enough. Write pseudocode for this algorithm. One big question. What does "close enough" mean?

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