SECTION-AQL For any integer a and 3, there exists unique integer q and

1.	SECTION-AQL For any integer a and 3, there exists unique integer q and r such that a = 3q + r Find the possible value of tPage 1
Answer» Given equation :a = bq+r As per Euclid division lemma r should be larger or equal to zero and smaller to bThus, 0<=r<b. For b=3a=3q+r.0<=r<3r=0,1,2 Therefore possible values of r are 0,1,2.

SECTION-AQL For any integer a and 3, there exists unique integer q and r such that a = 3q + r Find the possible value of tPage 1

Answer»

Given equation :a = bq+r

As per Euclid division lemma r should be larger or equal to zero and smaller to bThus, 0<=r<b.

For b=3a=3q+r.0<=r<3r=0,1,2

Therefore possible values of r are 0,1,2.