What does log(0) equal?

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What does log(0) equal?

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Answer 1 · 2015-07-18T15:17:44

$log (0)$ $log(0)$ is undefined.

Explanation:

Basically you are trying to find a value of $x$ $x$ such that $e^{x} = 0$ $e^x = 0$ .

As a real valued function $e^{x}$ $e^x$ maps $(- \infty, \infty)$ $(-oo, oo)$ to $(0, \infty)$ $(0, oo)$ , so its inverse, $log$ $log$ , maps $(0, \infty)$ $(0, oo)$ to $(- \infty, \infty)$ $(-oo, oo)$ .

$log (x)$ $log(x)$ is undefined for $x \leq 0$ $x <= 0$

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What does log(0) equal?

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