Answer:
\(\dfrac{4y^3}{5x^4}\)
Step-by-step explanation:
We are given,
The expression is \(\dfrac{\dfrac{24y^5}{15x^8}}{\dfrac{8y^2}{4x^4}}\).
Upon simplifying, we get,
\(\dfrac{\dfrac{24y^5}{15x^8}}{\dfrac{8y^2}{4x^4}}\\\\\\\dfrac{24y^5\times 4x^4}{15x^8\times 8y^2}}\\\\\\\dfrac{3y^3\times 4}{15x^4}}\\\\\\\dfrac{4y^3}{5x^4}}\)
Thus, we have,
The simplified form of the given expression is \(\dfrac{4y^3}{5x^4}\).
