Show:
Operations with Polynomials
Factoring a=1
Factoring a>1
Factoring: Difference of Squares
Quadratic Formula
100
(4x^2+4x+1)+(4x+20)
4x^2+8x+21
100
r^2-5r-6
(r+1)(r-6)
100
2n^2+3n-9
(2n-3)(n+3)
100
k^2-25
(k+5)(k-5)
100
m^2-5m-14
{7,-2}
200
(-7x^9+12x^6-12)-(5x^9+4x^6-9)
-12x^9+8x^6-3
200
s^2-21s=100
(s+4)(s-25)
200
5n^2+19n+12
(5n+4)(n+3)
200
4f^2-49g^2
(2f+7g)(2f-7g)
200
2m^2+2m-12
{2,-3}
300
(3x+10)(2x-5)
6x^2+5x+50
300
m^2+2m-24
(m+6)(m-4)
300
7a^2+53a+28
(7a+4)(a+7)
300
9d^2-c^2
(3d+c)(3d-c)
300
4b^2+8b+7=4
{-1/2, -3/2}
400
(x^2+1)(x+9)
x^3+9x^2+x+9
400
2k^2+22k+60
2(k+5)(k+6)
400
6x^2+37x+6
(x+6)(6x+1)
400
16y^2-81z^2
(4y-9z)(4y+9z)
400
5x^2=9x=-4
{-4/5, -1}
500
(y+3)(y^2-6y+1)
y^3-3y^2-17y+3
500
p^2+3p-18
(p-3)(p+6)
500
16b^2+60b-100
4(b+5)(4b-5)
500
64s^2-25
(8s-5)(8s+5)
500
k^2-31-2k=-6-3k^2-2k
{5/2, -5/2}