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if \\(\\ln(x) = -0.123\\), what does \\(x\\) equal? express your answer…

Question

if \\(\ln(x) = -0.123\\), what does \\(x\\) equal?
express your answer numerically using three significant figures.
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\\(x = \\) input box
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Explanation:

Step1: Use inverse natural log

Recall that if $\ln(x) = a$, then $x = e^a$. Here, $a=-0.123$, so:
$x = e^{-0.123}$

Step2: Calculate and round to 3 sig figs

Compute the value of $e^{-0.123} \approx 0.884$

Answer:

0.884