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if \[f:\mathbb{R} \rightarrow \mathbb{R}\] continuous then \[g(x):=e^{f(x)} \] also continous. True or False ?
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It means that you can take every real number to function f and find some real value. If you substitute that value in g(x) will you have a continuous function? this is graph of e^x:|dw:1374318824339:dw|
that means the answer is true right ?
right
ok thx
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