When simplifying rational exponents like √2x·√6x,√6x·√3x,√10x·√8x or √2x^2·√6x If you assume that the variables represent nonegative real numbers how would you solve them, would the answer have an absolute

When simplifying rational exponents like

√2x·√6x,√6x·√3x,√10x·√8x or √2x^2·√6x
If you assume that the variables represent nonegative real numbers how would you solve them, would the answer have an absolute value, and if not when would it be needed/used?

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When simplifying rational exponents like √2x·√6x,√6x·√3x,√10x·√8x or √2x^2·√6x If you assume that the variables represent nonegative real numbers how would you solve them, would…

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