To prov that the sum of any two odd no. Is always even
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let x and y are two odd numbers so
x=2n+1,y=2m+1 n and m are non negative integer
x+y=2n+2m+1+2
x+y=2(n+m+1)
x+y=2k where k=n+m+1
x=2n+1,y=2m+1 n and m are non negative integer
x+y=2n+2m+1+2
x+y=2(n+m+1)
x+y=2k where k=n+m+1
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