Question

ekpalin euclids Division Lemma ​

Answer 1

LET THERE BE TWO INTEGERS a AND b, there exist other two integers satisfying the condition.

a = bq + r

Answer 2

Step-by-step explanation:

Defination..= given positive integer a and b either exist a unique positive integer q and r satisfying the following:

a = bq + r ; 0 is smaller or equal to r which is smaller to b.

For example : 100, 30 find HCF

after dividing... 100 = 30 × 3 + 10

30 = 10 × 3 + 0

ANSWER = 10

Here we forst divide 100 by 30 where 30 is multiplied by 3 and then the remainder comes 10. Then we divided 30 by the remainder 10 which is multiplied by 3 and gives the remainder 0. So our answer come will be the number came 10 thich was divided by 30.

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