What is the simplified form of the following expression? cube root of 4 x over 5

Rewrite the expression as ∛(4x/5). To remove the 5 from the denominator inside the cube root, multiply the fraction by 25/25: ∛(4x/5) = ∛(100x/125). Since ∛125 = 5, this becomes ∛(100x)/5, the fraction with numerator cube root of 100x and denominator 5.

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