The product of two consecutive natural number
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Step-by-step explanation:
We know that amongst two consecutive natural numbers, one is even and one is odd.
Let even number be 2n and odd be 2n+1
Their product gives 2n(2n+1) which is a multiple of 2, hence it is an even number.
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Answer:
natural numbers, one is even and one is odd.
Let even number be 2n and odd be 2n+1
Their product gives 2n(2n+1) which is a multiple of 2, hence it is an even number.
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