Chapter 7 - Section 7.3 - Multiplying and Simplifying Radical Expressions - Exercise Set - Page 533: 124

$\dfrac{|y| \sqrt[4] {7y}}{|x^3|}$

Simplify. $\dfrac{\sqrt[4] {7y^5}}{\sqrt [4] {x^{12}}}$ Now, $\dfrac{\sqrt[4] {7y^5}}{\sqrt [4] {x^{12}}}=\dfrac{\sqrt[4] {7y \cdot y^4}}{\sqrt [4] {(x^3)^{4}}}$ Thus, in the absolute sign,we have $=\dfrac{|y| \sqrt[4] {7y}}{|x^3|}$