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Set of all even num in set notation
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What defines an even number?
Div by 2
Yeah, so if you plug in any real number for x in the expression \(2x\), you'll get an even number. So how can you write that in set notation?
S=2x
Don't forget that in set notation, you typically have this structure: { __ | __ }
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{S|2x}
not quite
\(S=\{2x \mid x\in \mathbb{Z}\}\)
In words, you can read it as "The set of all 2x, such that x is an integer"
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