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https://math.answers.com/math-and-arithmetic/0_is_even_or_odd

0 is even or odd? - Answers

We need to refer to the mathematical definition of the word "even." The most commonly accepted definition is that a number "a" is even if there exists an integer "n" which makes the following statement true: a = 2 x n 0 is an integer. So let n = 0 in the above equation and we get: 0 = 2 x 0 So 0 satisfies the mathematical definition for being even. Please refer to the article in the "related links" section for a discussion about the misconceptions about zero and why people mistakenly think it is not an even number.



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0 is even or odd? - Answers

https://math.answers.com/math-and-arithmetic/0_is_even_or_odd

We need to refer to the mathematical definition of the word "even." The most commonly accepted definition is that a number "a" is even if there exists an integer "n" which makes the following statement true: a = 2 x n 0 is an integer. So let n = 0 in the above equation and we get: 0 = 2 x 0 So 0 satisfies the mathematical definition for being even. Please refer to the article in the "related links" section for a discussion about the misconceptions about zero and why people mistakenly think it is not an even number.



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https://math.answers.com/math-and-arithmetic/0_is_even_or_odd

0 is even or odd? - Answers

We need to refer to the mathematical definition of the word "even." The most commonly accepted definition is that a number "a" is even if there exists an integer "n" which makes the following statement true: a = 2 x n 0 is an integer. So let n = 0 in the above equation and we get: 0 = 2 x 0 So 0 satisfies the mathematical definition for being even. Please refer to the article in the "related links" section for a discussion about the misconceptions about zero and why people mistakenly think it is not an even number.

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      We need to refer to the mathematical definition of the word "even." The most commonly accepted definition is that a number "a" is even if there exists an integer "n" which makes the following statement true: a = 2 x n 0 is an integer. So let n = 0 in the above equation and we get: 0 = 2 x 0 So 0 satisfies the mathematical definition for being even. Please refer to the article in the "related links" section for a discussion about the misconceptions about zero and why people mistakenly think it is not an even number.

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