Write start fraction, 5 square root y^8 cubed/^3 cubed y^4 as a single radical using the smallest possible root
start fraction, 5 square root y^8 cubed/^3 cubed y^4 = 5√((y^8)^3/(y^4)^3)
Simplifying further, we can write it as:
5√((y^24)/(y^12))
Now, we can cancel out the common factor of y^12 from the numerator and denominator:
5√(y^24/y^12) = 5√(y^12)
Therefore, the final expression in radical form using the smallest possible root is:
5y^6