How do you write $y=ln(x-2)$ in exponential form?

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Answer 1 · 2015-09-29T23:28:51

$e^y + 2 = x$

$y = ln(x-2)$

If we take the natural exponential of both sides, i.e.: Take e to the "sideth" power, we get

$e^y = x - 2$

Isolating x,

$e^y + 2 = x$

How do you write y=ln(x-2)y=ln(x-2) in exponential form?