Solve the Nested Expression: -|-x³| Step by Step

x3= -\left|-x^3\right|=

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1

Understand the problem

x3= -\left|-x^3\right|=

2

Step-by-step solution

The expression has an absolute value and a negative sign outside of the absolute value. When you take the absolute value of x3 -x^3 , it results in x3 |x^3| , which is x3 x^3 assumingx x is a real number. The negative sign outside the absolute value inverts it back to x3 -x^3 . Thus, the correct interpretation of the original expression x3 -\left|-x^3\right| is x3 -x^3 .

3

Final Answer

x3 -x^3

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Determine the absolute value of the following number:

\( \left|18\right|= \)

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