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WorksheetsAll Alg 2: 1.4 Factoring/PST Quiz
Total questions: 51
Worksheet time: 13hrs 45mins
1) Factor 2x-8
2) Factor 4x-32
3) Factor 5x2+45x
4) Factor 6x3+3x2
5) Factor 4xy−x
6) Factor 14x5−7x3
7) Factor 35x4y6+7x2y3−xy
8) Factor 15x24y12+45x6y6−10x2y3
9) Factor c(d+1)−5(d+1)
10) Factor 3v(w−12)+7z(w−12)
11) Factor r(r−5)+7(r−5)
12) Factor 8q(2m+3)−5(2m+3)
13) Factor x2+6x+9
(x + 3)(x + 3)^2
19) Factor −4x2−24x−36
14) Factor x2+10x+25
15) Factor x2−8x+16
16) Factor x2−14x+49
20) Factor 9x2−24x+16
17) Factor x2+12x+36
18) Factor x2−16x+64
21) Factor 25x2+30x+9
22) Factor 16x2−88x+121
23) Factor 4a2+4ar+r2
24) Factor 9n2−6np+p2
25) Factor x4+4x2y+4y2
26) Factor 4a4+4a2c+c2
27) Factor (2x+y)2+2(2x+y)+1
28) Factor (−x+3)2+2y(−x+3)+y2
29) Factor 4x2+4x(5y−3)+(5y−3)2
30) Factor 25x2+10x(y2+5)+(y2+5)2
[DEF] Which represents the difference between two squares?
(a - b)(a + b)
In a perfect square trinomial, the middle term
None of these
[DEF] A perfect square trinomial is
[DEF] A prime polynomial is a
[DEF] The fundamental theorem of arithmetic states that...
every composite number can be written uniquely as the product of prime factors
every prime number can be written uniquely as the product of prime factors
every composite number can be written uniquely as the product of composite factors
every prime number can be written uniquely as the product of composite factors
every number can be written uniquely as the product of prime factors
13) Factor x2+6x+11
Prime
(x + 3)(x + 3)^2
19) Factor −4x2−24x−37
Prime
14) Factor x2+10x+27
Prime
14) Factor x2+10x+29
Prime
15) Factor x2−8x+17
Prime
16) Factor x2−14x+51
Prime
20) Factor 9x2−24x+13
Prime
17) Factor x2+12x+31
Prime
18) Factor x2−16x+63
Prime
21) Factor 25x2+30x+11
Prime
22) Factor 16x2−88x+123
Prime
What expression can you use to help you find the perimeter of this triangle?
-6 + 8x
6x + 2
6x - 2
6x + 8
Which expression can you use to help you find the perimeter of this rectangle?
6x
16x
12x
8x
Which expression can help you find the perimeter of this triangle?
3x + x
4x + 6
5x + 6
6x + 6
Which expression can help you find the area of the rectangle?
(n+2)^2
2n+2n+(n+2)+(n+2)
4n+4
n^2(n+2)
n(n+2)
Which expression represents the perimeter of the rectangle?
6x + 22
6x + 11
12x + 22
12x + 11
