divide ( 24w^10 + 8w^12) / (4W^4)
To divide (24w^10 + 8w^12) by (4W^4), we can divide each term of the numerator by the denominator:
(24w^10 + 8w^12) / (4W^4) = 24w^10 / (4w^4) + 8w^12 / (4w^4)
Simplifying each term:
= 6w^(10-4) + 2w^(12-4)
= 6w^6 + 2w^8
Therefore, the simplified form of the expression is 6w^6 + 2w^8.