Answer:
[tex]-(4x^2)+6(x^4)y[/tex]
Step-by-step explanation:
Here apply the law of indices where ;
[tex]A^x*A^y=A^{x+y}[/tex]
Given;
- You should first simplify the numerator using the denominator as a factor
- Then cancel the like term
- Followed by further factorization
[tex]\frac{48x^4y-72x^6y^2}{-12x^2y} \\\\\\\frac{-12x^2y(4x^2-6x^4y^2)}{-12x^2y} \\\\\\=-4x^2+6x^4y\\\\\\=-(4x^2)+6(x^4)y[/tex]
