How do you solve $x - ln x = 0$ $x- ln x=0$ ?

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How do you solve $x - ln x = 0$ $x- ln x=0$ ?

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Answer 1 · 2015-10-21T23:53:46

I do not think this equation is true.

Explanation:

Write rearranging:
$x = ln (x)$ $x=ln(x)$

but this is not possible!

A way to see this is by comparing the graphs of $y = x$ $y=x$ (blue) and $y = ln (x)$ $y=ln(x)$ (orange):
enter image source here
They will nevar meet each other or simply they will never cross each other.

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How do you solve $x - ln x = 0$ $x- ln x=0$ ?

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How do you solve $x - ln x = 0$ $x- ln x=0$ ?