show that any positive even integer is of the form of 6 m, 6 m + 2 or 6 m + 4 where M is some integer
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take b=3 and in another case take b=2 and then solve the question
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let a be any positive integer
and b=6
now a=bq+r
let r=1
a=6q+1
let q+1 be m
so a=6m
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