prove that the square of any positive odd integer is of form 3m,3m+1 but not of form 3m+2
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Step-by-step explanation:
let
a,b be two positive integer
we know
a= bq+r where 0less b less than r
put r=0,1,2
when r=0
a = 3m
when r=1
a= 3m+1
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