show that any number among (n+2),n and (n+4) is divisible by 3
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1
(n+2)+n+(n+4)/3=0
(n+2)+n+(n+4)=0
3n+6=0
3n=-6
n=-6/3
n=-2
(n+2)+n+(n+4)=0
3n+6=0
3n=-6
n=-6/3
n=-2
Answered by
0
(n+2)+n+(n+4)/3=0
(n+2)+n+(n+4)=0
3n+6=0
3n=-6
n=-6/3
n=-2
(n+2)+n+(n+4)=0
3n+6=0
3n=-6
n=-6/3
n=-2
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