what do you mean by euclids division algorithum?
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The division algorithm, sometimes called the Euclidean division algorithm, says that for positive integers aa (the dividend) and bb (the divisor), there exist unique nonnegative integers r<br<b and qq, called the remainderand quotient, such that a=bq+ra=bq+r.
The algorithm is to repeatedly subtract bbfrom aa until you reach a remainder less than bb. Then qq is the number of subtractions you performed.
Although that algorithm works, the one humans learn in grade school is long division.
The algorithm is to repeatedly subtract bbfrom aa until you reach a remainder less than bb. Then qq is the number of subtractions you performed.
Although that algorithm works, the one humans learn in grade school is long division.
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Theorem = If a and b are positive integers such that a= bq+r, than every comman divisor of a and b is a comman divisor of b and r, and vice-versa
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