Show that an even integer is of the form 6q, 6q+2 , 6q+4. Where q is positive integer
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Step-by-step explanation:
let a e a y positive integer
By Euclid division lemma
bq+r
6q+r
where r= 0;1;2;3;4 and 5
now,
a=6q+0
a= 6q+1
a=6q+2
a=6q+3
a=6q+4
a= 6q+5
therefore, it is proved..
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