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WorksheetsFactoring by Removing the GCF
Total questions: 24
Worksheet time: 46mins
Factor the polynomial by removing the GCF:
2x + 18
2(x + 9)
2(x + 8)
2(2x + 9)
cannot be factored
Factor the polynomial by removing the GCF:
x2 - 5x
1(x - 5)
x(x - 5x)
x(x - 5)
x2(1 - 5)
Factor the polynomial by removing the GCF:
2n2-8n3
2n2(n-4n2)
2n2(1-4n)
2n3(10-8n2)
3n(1-4n)
Factor the polynomial by removing the GCF:
10x³ - 15x
x(10x² - 15)
5x(2x² - 3)
5(2x³ - 3x)
5x²(10x - 3)
What is the GCF of the binomial shown below?
24x3 + 36x2
8x
6x2
12x2
4x
12x3
What is the GCF of the binomial shown below?
72y5 + 18y2
y2
4y5
18y
18y2
9y2
Factor the polynomial by removing the GCF
4b5+4b3+16b2
4b3(b4+b2+4b)
4b3(b4+4b+5)
4(b5+b3+4b2)
4b2(b3+b+4)
24m3n5p + 6mn4p2 + 4mn5
39y5 + 12y4 - 3y3
Factor:
a2b2+a
a2(b2+1)
ab(ab+1)
a(ab2+1)
a(b2+1)
Factor:
15xy+30x2y2
xy(15+30xy)
15(xy+2x2y2)
15xy(1+2xy)
5xy(3+6xy)
Factor:
3z2(3xz+6y+8)
9z2(xz+2y+3)
3z(3xz2+6yz+24z)
9z(xz2+2yz+3z)
Factor:
16x2y(x3+y4+2xy)
16xy(x6+xy3+2x2y)
16x2y(x4+y3+2xy)
16x2y(x4+y3+2)
The following are examples of quadratic trinomials EXCEPT:
3a−2a+4
2y2+x−4
z2−5z+6
Factor
k2+7k+10 .(k+2)(k−5)
(k+2)(k+5)
(k+10)(k+4)
(k−2)(k−5)
Factor k2−2k−24
(k−4)(k+6)
(k+4)(k+6)
(k+6)(k−1)
(k+4)(k−6)
Factor the expression: 10v2 + 11v - 8
(5v + 8)(2v + 1)
(v + 8)(v - 1)
(5v + 8)(2v - 1)
(10v - 8)(v + 1)
3v2 - 4v - 7
4h² - 17h + 4
Factor 3n2−8n+4
Type in answer with no spaces
[e.g. (n+?)(n-?)]
(a)
Factor 5n2+19n+12
Type in answer with no spaces
[e.g. (n+?)(n-?)]
(a)
Factor 2n2+11n+5
Type in answer with no spaces
[e.g. (n+?)(n-?)]
(a)
Factor 7n2+53n+28
Type in answer with no spaces
[e.g. (n+?)(n-?)]
(a)
