The function f(x) = e $^{x}$ is

Even

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Odd

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Neither even nor odd

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None of the above

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Solution

The correct option is C Neither even nor odd
f(x) = e $^{x}$

f(-x) = e $^{- x}$ $\neq e^{x} o r - e^{x}$
So f(-x) $\neq f (x)$ and
f(-x) $\neq -$ f(x)

Hence neither even nor odd

Suggest Corrections

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