Greatest common divisor of two natural numbers

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One of the oldest known algorithms is a method for finding the greatest common divisor of two natural numbers. And it turns out that you've already learned all you need to implement it. Given two numbers a and b, we keep doing the following until b becomes 0: Calculate the remainder from dividing a by b, update a to be the previous value of b, and b to be the value of the remainder. Repeat. If at any time b is 0, then a is the greatest common divisor of the original two numbers. ##python. Write program that accepts two positive integers as input, and finds their greatest common divisor.

Reference no: EM133220488

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