Mathematics, 27.06.2019 06:30 gildedav001

In surjective and injective functions is it possible for elements of the domain not to be mapped to an element of the range? if it is i have further questions. but as an example, $\frac{ (x-1)(x-2)(x-3)(x-4)}{x - 2}$ would have a hole at 2 but still have a value at every y value. so would it be surjective?

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In surjective and injective functions is it possible for elements of the domain not to be mapped to an element of the range? if it is i have further questions. but as an example, would have a hole at 2 but still have a value at every y value. so would it be surjective?

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