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For which values is the identity function \[f(x)=x\] continuous?

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Question

For which values is the identity function \[f(x)=x\] continuous?

Options

  • Only \[x=0\]

  • Every real number

  • Only \[x\ne0\]

  • Only every integer

MCQ
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Solution

The identity function is continuous for every real number. At each real \[c\], its limit equals its value \[c\].

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