For some integer m,every even integer is of t | vedclass

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(C) An even integer is defined as any integer that is exactly divisible by $2$.By definition,an even integer can be expressed as $2m$,where $m$ is any

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$2m$

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(C) An even integer is defined as any integer that is exactly divisible by $2$.By definition,an even integer can be expressed as $2m$,where $m$ is any integer $(m \in \mathbb{Z})$.If we substitute values for $m$:If $m = 0$,$2m = 0$.If $m = 1$,$2m = 2$.If $m = 2$,$2m = 4$.If $m = -1$,$2m = -2$.Thus,every even integer is of the form $2m$.

For some integer $m$,every even integer is of the form

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