Simplify.
-ln( $x ^ { 2 }$ - 2) + e ∙ ln( $x ^ { 2 }$ - 2)
A) (ln + 1)( $x ^ { 2 }$ - 2)
B) ln( $x ^ { 2 }$ - 2) + ( $x ^ { 2 }$ - 2)
C) ± $\sqrt { 3 }$
D) (1 + e)ln ( $x ^ { 2 }$ - 2)

Name: Simplify. -ln( $x ^ { 2 }$ - 2) + e ∙ ln( $x ^ { 2 }$ - 2) A) (ln + 1)( $x ^ { 2 }$ - 2) B) ln( $x ^ { 2 }$ - 2) + ( $x ^ { 2 }$ - 2) C) ± $\sqrt { 3 }$ D) (1 + e)ln ( $x ^ { 2 }$ - 2)
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Question

Quizplus · Accepted Answer

The expression can be simplified by factoring out ln($x^2 - 2$), resulting in (1 + e)ln($x^2 - 2$).

Simplify -Ln x2x ^ { 2 }x2 - 2) + E ∙ Ln

Simplify
-Ln $x ^ { 2 }$ - 2) + E ∙ Ln