Give an example of a function that is everywhere continuous

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asked Mar 19, 2023 234k views

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Mitun · Answer 1 · 2023-03-25T14:45:12+0000

Continuous functions are those that have no restrictions throughout their domain or the given interval. Also, their graph does not have any breaks or holes.

An example could be:

$f(x)=2\cdot x+9$

The graph of this function is:

Give an example of a function that is everywhere continuous-example-1

Give an example of a function that is everywhere continuous

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