prove that n^2+n is divisible by 2
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Answered by
1
Answer:
to prove the condition lets assume the value of n to be 2
Step-by-step explanation:
n^2+n
2^2+2
4+2
=6.. 6 iz div by 2
hence proved
hope it helps u ..❤❤
Answered by
1
Step-by-step explanation:
Let n be any natural number.
then above equation can be written as..
n² + n
= n (n+1)
Now, if you take any number as n, then (n+1) will be the next number.
i.e, If u take n as even no. , then (n+1) will be an odd no. and vice versa.
We know by the property,
Odd number × Even No. = Even No.
and Even No. will always be divisible by 2.
so, n(n+1) will always divisible by 2 .
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