show that the product of two consecutive even integers is divible by 8
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Let one be X and another be X +2
X*(X+2) = X square + 2X
Hence when we multiply
Any even with odd or even
We always get even
And it is devisible by 8
X*(X+2) = X square + 2X
Hence when we multiply
Any even with odd or even
We always get even
And it is devisible by 8
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