Solve for x.
-ln $x ^ { 3 }$ + 3 ln x = 0

Name: Solve for x. -ln $x ^ { 3 }$ + 3 ln x = 0
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Question

Solve for x. 
-ln $x ^ { 3 }$ + 3 ln x = 0

Quizplus · Accepted Answer

Using properties of logarithms, the equation can be simplified to ln(x^3) + ln(x^3) = 0, which simplifies further to ln(x^6) = 0. Solving for x gives x^6 = e^0, which means x^6 = 1. The real solution to this equation is x = 1, as it's the only value that satisfies x^6 = 1 without resulting in a complex number.

Solve for X x3x ^ { 3 }x3 + 3 Ln X = 0 A) X = 1

Solve for X $x ^ { 3 }$ + 3 Ln X = 0
A) X = 1