Simplify the expression.
-$$\mathrm { e } ^ { \ln 6.0 }$$
A) 403.43
B) 16.31
C) 6.0
D) 1.79

Name: Simplify the expression. -\[\mathrm { e } ^ { \ln 6.0 }\] A) 403.43 B) 16.31 C) 6.0 D) 1.79
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Question

Quizplus · Accepted Answer

The natural logarithm function $\ln$ and the exponential function $\mathrm{e}^x$ are inverse functions of each other, meaning that $\mathrm { e } ^ { \ln (x) } = x$ for all positive $x$.
Therefore, $\mathrm { e } ^ { \ln 6.0 } = 6.0$.

Simplify the Expression eln⁡6.0\mathrm { e } ^ { \ln 6.0 }eln6.0

Simplify the Expression $\mathrm { e } ^ { \ln 6.0 }$