Prove that a number `x` can be odd or even but cannot be both.

Question

Sher Mohammad · Answer

suppose x is both x=2k+1 by odd x=2j by even equating both imply 2(k-j) +1 = 0 , which not possible for any value of k, j imply x cannot be both. sher mohammad b.tech, iit delhi

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Prove that a number `x` can be odd or even but cannot be both.

Prove that a number `x` can be odd or even but cannot be both.

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Prove that a number `x` can be odd or even but cannot be both.

Prove that a number `x` can be odd or even but cannot be both.

1 Answers

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