show that every+be integer either of the from 3q11or 3q+2as is some integer
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Step-by-step explanation:
let a be any positive integer
and b=3
by Euclid division lemma we know that
a=bq+r
where r is equal or greter than 0 and smaller than b
so r=0,1,2
when r=0, a=3q
when r=1 , a=3q +1
when r =2 =3q+2
so hence , every positive integer is of the form 3q ,3q+ 1, 3q +2
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