Which expression equals \( 9 \sqrt[3]{10} ? \)

One expression that equals \( 9 \sqrt[3]{10} \) is \( 9 \times 10^{1/3} \). This showcases how we can express roots as exponents, utilizing the properties of exponents to rewrite the expression more flexibly. Another approach to simplify or think about this is to consider the cube root in a multiplied context. If you break it down, \( 9 \sqrt[3]{10} \) can also be seen as \( \sqrt[3]{9^3 \times 10} \), which emphasizes the relationship between cube roots and multiplication, making it a playful way to explore roots!