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Factoring By GCF
Factoring (x^2 + bx + c)
Factoring (ax^2 + bx + c)
Factoring Special Products
Choosing a Factoring Method/Miscellanious
100
By GCF Method, factor (2x
2
+ 10x - 16)
2(x
2
+ 5x - 8)
100
Factor the trinomial: (x
2
+ 13x + 12)
(x+12)(x+1)
100
Factor the trinomial: (6x
2
+ 17x + 5)
(2x + 5)(3x + 1)
100
Factor the special trinomial: (x
2
+ 10x + 25)
(x+5)
2
100
Is this factored completely: 3x
2
(x
2
+ 9). Why or why not?
Yes, there are no more common factors between x
2
and 9.
200
By GCF Method, factor (-12x
2
+ 8x - 20)
4(-3x
2
+ 2x - 5)
200
Factor the trinomial: (x
2
− 13x + 36)
(x-9)(x-4)
200
Factor the trinomial: (2x
2
+ 2x - 4)
(2x+4)(x-1)
200
Factor the special trinomial: (9x
2
+ 6x + 1)
(3x+1)
2
200
Factor completely: (3x
3
y + x
2
y
2
)
x
2
y(3x + y)
300
By GCF Method, factor (x
3
+ x
2
+ x)
x(x
2
+ x + 1)
300
Factor the trinomial: (x
2
+ 4x − 45)
(x+9)(x-5)
300
Factor the trinomial: (6x
2
+ 11x + 3)
(2x + 3)(3x + 1)
300
Factor this special binomial: (x
2
- 16)
(x-4)(x+4)
300
Factor completely: (2p
5
+ 10p
4
- 12p
3
)
2p
3
(p - 1)(p + 6)
400
By GCF Method, factor (2x
4
- 16x
3
+ 2x)
2x(x
3
- 8x
2
+ 1)
400
Factor the trinomial: (x
2
− 16x + 48)
(x-12)(x-4)
400
Factor the trinomial: (6x
2
+ 7x - 3)
(2x + 3)(3x - 1)
400
Can you factor this binomial, if so do it: (1 - 4x
2
)
(1 + 2x)(1 - 2x)
400
Factor Completely: (9x
6
+ 30x
5
+ 24x
4
)
3x
4
(x + 2)(3x + 4)
500
By GCF Method, factor (8x
2
y −12x
3
y
2
)
4x
2
y(2 - 3xy)
500
Factor the trinomial: (x
2
− 20x − 125)
(x-25)(x+5)
500
Factor the trinomial: (3x
2
- 2x - 8)
(3x + 4)(x - 2)
500
Factor this special trinomial: (4x
2
+ 20x + 25)
(2x+5)
2
500
Factor completely: (2x
3
+ 3x
2
+ 6x + 9)
(x
2
+ 3)(2x + 3)