Question

consider the pair of integers 23,8 using Euclid division lemma find the highest possible value of r and corresponding q ​

Answer 1

Answer: according to me the answer will be

Hcf=1

I I hope it helps you and it is correct.

Answer 2

value of r = 7 and value of q = 2

Step-by-step explanation:

for the given positive intergers a and b, there exists a unique pair of integers q and r

such that

a= bq+r ..1

taking a = 23 and b = 8

on dividing 23 by 8 we get

quotient = 2

remainder = 7

then placing values in equation 1

we get

23= (8×2)+7..2

on comparing 1 and 2 we get to know

q= 2 and r = 7

hence , value of r = 7 and value of q = 2

#Learn more:

In euclids division lemma if a=3q+r, write all the possible value of r​

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