Factor $r^2-4r-5$.

What is the vertex of $y=4x^2-24x+35$?

Simplify $(5b^2-8b-8)-(2b^2-12b-2)$.

What is the discriminant of $2x^2+x+2=0$, and what does it say about the solutions?

Multiply (2r + 3)(2r - 4).

Simplify $(9w^2+3w-3)-(8w^2+8w+1)$.

Solve for w with the quadratic formula, in simplest radical form: $w^2-14w-86=0$

Factor $15k^3+20k^2+27k+36$ by grouping.

Factor $20b^3+15b^2+8b+6$ by grouping.

Solve for w: (3w + 5)(w - 7) = 0

Multiply (4k + 11)(4k - 11).

Factor $72a^2+64a$ completely.

Factor $h^2-4$.

Solve for m: (3m + 4)(m + 3) = 0

The graph of $y=x^2$ is transformed into $y=(x+7{)}^2-9$. Which transformation does that?

Factor $16r^2+10r$ completely.

Simplify $(6p^2-9p-12)-(5p^2-4p-8)$.

Factor $t^2+3t-18$.

Multiply (2n + 8)(3n - 9).

Factor $16m^2+40m$ completely.

Factor $25x^2-49$.

Does $y=(x-7{)}^2+4$ have a maximum or a minimum, and what is it?

Simplify $(49k^3+56k^2+35k)/(7k)$.

What is the vertex of $y=x^2-12x+31$?

What is the vertex of $y=2x^2-8x+12$?

Multiply (3k + 8)(2k - 9).

What are the zeros of y = (x - 6)(x + 8)?

Solve for w with the quadratic formula, in simplest radical form: $w^2-8w-16=0$

Factor $b^2+b-56$.

Solve for y by taking square roots: $(y-2{)}^2=100$

Factor $15x^2-2x-8$.

What is the axis of symmetry of y = (x - 6)(x + 8)?

Does $y=4(x-8{)}^2+12$ have a maximum or a minimum, and what is it?

Simplify $(18m^3+24m^2+30m)/(6m)$.

Factor $12p^2-23p+10$.

The graph of $y=x^2$ is transformed into $y=(x-3{)}^2-9$. Which transformation does that?

Solve for w by taking square roots: $(w-5{)}^2=49$

What is the discriminant of $x^2+4x+10=0$, and what does it say about the solutions?

What is the axis of symmetry of y = (x - 8)(x + 6)?

Factor $h^2-12h+35$.