Adding
and
Subtracting
Multiplying
Special Products Of Polynomials
Factor Form
Factoring
100
3x³-3x²+x-1
(2x³-5x²+x)+(2x²+x³-1)
100
2x⁶+6x⁵-4x⁴+10x³
2x³(x³+3x²-2x+5)
100
9x²+24x+16
(3x+4)²
100
6(2x+7y)
12x+42y=0
100
(x+9)(x+2)
x²+11x+18
200
4x²+5x+4
(3x²+x-6)+(x²=4x+10)
200
2x²+7x+3
(x+3)(2x+1)
200
x²+6x+9
(x+3)²
200
n=0 or 5/2
6n²-15n=0
200
(x+6)(x-3)=0
x²+3x=18
300
6n²-2n+9
(4n²+5)-(-2n²+2n-4)
300
3x²-10x-8
(x-4)(3x+2)
300
16x²-8xy+y²
(4x-1y)²
300
x=0 or x=-4
2x²+8x=0
300
(n-4)(n-2)
n²-6n+8
400
-x²-11x+9
(4x²-7x)-(5x²+4x-9)
400
4n²+19n-5
(4n-1)(n+5)
400
25x²-20xy+4y²
(5x-2y)²
400
x=4 or x=-2
(x-4)(x=2)=0
400
(x-3)(x+5)
x²+2x-15
500
8x³+4x²+2x-6
(5x³+4x-2x)+(4x²+3x³-6)
500
4n²+19n-5
(4n-1)(n+5)
500
x²-25
(x+5)(x-5)
500
x=5 or x=1
(x-5)(x-1)=0
500
(7x+1)(x+4)=0
7x²+29x+4=0
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