Factoring Dividing Polynomials Review

If x does not equal 0, which is equivalent to the following expression?

$$\frac{-12x^8-6x^7+18x^2}{6x}$$

What is the quotient?

$$\frac{2x^2+x-15}{x+3}$$

$$Divide\ \ \frac{30x^{10}+18x^5-9x^4}{3x^2}$$

What factors are represented by the following figure?

Which polynomial is equivalent to $$\ \ 6x^2+x-2$$ $$\div$$ $$\left(3x+2\right)$$ ? Assume the divisor is not equal to zero.

Which expression completes the model?

Which is the factored form of $$9x^2-36$$ ?

Which is the factored form of $$32x^2+16x-16$$ ?

What are the factors of $$x^2-9x+18$$ ?