Question

|ln x| = 1

Answer 1

Solve: \(\ln(x) = 1\)

Solve: \(\ln(x) = -1\)

Answer 2

so the answer is -1?

Answer 3

ln(-1) does not exist. That is not the answer. Why did you think it was?

Answer 4

so the answwer would be not enough information

Answer 5

Did you try to solve it?

\(\ln(x) = 1 \implies x = e^{1} = e\)

You do the other one.