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Odd:

(Of whole numbers such as 3 and 5) Having one left over as a remainder when divided by two.

Example: 5/2 = 2 with remainder 1

Alternative Definition:

A whole number that is not a multiple of 2.

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Q: What is the definition of odd in math?
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Definition for the math word odd?

Odd numbers are those of the form 2k+1 for some integer k.


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Unlike oddly even and evenly even (doubly even) integers, the concept of evenly odd and oddly odd are rarely used. The sequence of odd numbers is defined by Un = 2n - 1 where n is an integer. They can also be defined as 2n + 1, but the previous definition is consistent with the first odd number being 1 whereas with the second definition, 1 is the 0th odd number. If you accept that definition, then an evenly odd number is of the form 2(2m) - 1 where m is an integer. The sequence is EOm = 4m - 1 where m = 1, 2, 3, ... or 3, 7, 11, ...


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What is the number that is even and odd?

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What the pattern called even odd numbers?

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