Identifying a,b,c and GCF
What are the values of a,b,c and the GCF of the trinomial: 2x2+4x+12
a = 2, b = 4, c = 12
GCF = 2
What are the factors of
x2+5x+6
The factors are (x+2)(x+3)
What are the factors of
x2-4x-12
The factors are (x-6)(x+2)
What are the factors of
6x2+18x+12
The factors are 6(x+1)(x+2)
What is the expanded version of (x+2)(x+1)
The expanded version is x2+3x+2
What are the values of a,b,c and the GCF of the trinomial: 10x2+5x+15
a = 10, b = 5, c = 15
GCF = 5
What are the factors of
x2+7x+10
The factors are (x+2)(x+5)
What are the factors of
x2+x-20
The factors are (x+5)(x-4)
What are the factors of
4x2+20x+24
The factors are 4(x+2)(x+3)
What is the expanded version of (x-3)(x+4)
The expanded version is x2+x−12
What are the values of a,b,c and the GCF of the trinomial: -x2+3x-3
a = -1, b = 3, c = -3
GCF = -1
What are the factors of
x2+8x+12
The factors are (x+2)(x+6)
What are the factors of
x2+4x−32
The factors are (x+8)(x−4)
What are the factors of
15x2−45x+30
The factors are 15(x−1)(x−2)
What is the expanded version of (x+8)2
The expanded version is x2+16x+64
What are the values of a,b,c and the GCF of the trinomial: 15x3+62x2+48x
a = 15, b = -62, c = 48
GCF = 1x
What are the factors of
x2-6x+8
The factors are (x−2)(x−4)
What are the factors of
x2−3x−40
The factors are (x−8)(x+5)
What are the factors of
4x2+12x−16
The factors are 4(x+4)(x−1)
What is the expanded version of (x−7)(x−5)
The expanded version is x2−12x+35
What are the values of a,b,c and the GCF of the trinomial: 51x4+85x2+34
a = 51, b = 85, c = 34
GCF = 17
What are the factors of
x2−4x+4
The factors are (x-2)(x-2) or (x-2)2
What are the factors of
x2−10x−24
The factors are (x−12)(x+2)
What are the factors of
6x2−12x−18
The factors are 6(x−3)(x+1)
What is the expanded version of (x-5)2
The expanded version is x2−10x+25