Simplify the expression below.
$$6 + e ^ { \ln x ^ { 4 } }$$
A) $6 + e ^ { 4 }$
B) $6 + x ^ { 4 }$
C) $6 + \ln 4$
D) $\ln 10$
E) $6 + 4 \ln x$

Name: Simplify the expression below. \[6 + e ^ { \ln x ^ { 4 } }\] A) $6 + e ^ { 4 }$ B) $6 + x ^ { 4 }$ C) $6 + \ln 4$ D) $\ln 10$ E) $6 + 4 \ln x$
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Question

Quizplus · Accepted Answer

The expression simplifies to $6 + x^4$ because $e^{\ln x^4}$ simplifies to $x^4$, using the property that $e^{\ln a} = a$.

Simplify the Expression Below 6+eln⁡x46 + e ^ { \ln x ^ { 4 } }6+elnx4

Simplify the Expression Below $6 + e ^ { \ln x ^ { 4 } }$