Show that n^2 – 3n is divisible by 2 for every natural number.
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let n=1
so n²-3n
1²-3(1)=(-2) and it is divisible by 2
similarly take n=2
now,2²-3(2)
=4-6=(-2)
it is also divisible by 2 since all natural numbers in equation n²-3n is divisible by2
so n²-3n
1²-3(1)=(-2) and it is divisible by 2
similarly take n=2
now,2²-3(2)
=4-6=(-2)
it is also divisible by 2 since all natural numbers in equation n²-3n is divisible by2
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