Factoring By grouping
AC Method
Operations With Polynomials
AC Method
100
3x2+6+2x+x3
(X2+2)(X+3)
100
7x2+17x+6
(7x+3)(x-2)
100
(5x2+4x+9)-(10x2-x+3)
-5x2+5x+6
100
4x2+16x+15
(2x+3)(2x-1)
200
(2x-1)(x2-3)
200
2x2+11x+5
(x+5)(2x+1)
200
(-3x3+2x-4)+(7x2-9x+8)
-3x3+7x2+11x+4
200
-2x2-5x-3
(X+1)(-2x-3)
300
(x-1)(2x3-5)
300
2x2+9x+10
(2X+5)(x+2)
300
(3x4+2x-1)-(7x4-5x-4)
-4x4-7x+3
300
-2x2-5x-2
(x+1)(-2x-3)
400
2x2+6x3+5x7+15x8
(2x2+5x7)(1+3x)
400
3x2+14x+8
(3x+2)(X+4)
400
(4x+3)(2x+2)
8x2+14x+6
400
9x2+12xy+4y2
(3x+2y)(3x+2y)
500
150a3-90a2-90a+54
6(5a2-3)(5a-3)
500
2x2+15x+18
(X+6)(2x+3)
500
(38x+19)(27x+20)
1026x2+1273x+380
500
R2-6r+12
Prime