Level 1
(3n+2)(n+3)
3n2+11n+6
(3p−3)(p−1)
3p2−6p+3
(4n+4)(5n−8)
20n2−12n−32
(x+2)(x-5)
x2-3x-10
solve for x
x2 = 289
x= +/- 17
(n−1)(2n−2)
2n2−4n+2
(3p+3)(3p+2)
9p2+15p+6
(5x−2)(5x−8)
25x2−50x+16
(2x-2)(x+8)
2x2+14x-16
solve for x
x2-324 = 0
x= +/- 18
(2x+3)(2x−3)
4x2−9
(k−2)(k−3)
k2−5k+6
(6x+2)(2x+8)
12x2+52x+16
(-1x+10)(-2x-2)
2x2_18x-20
solve for x
3x2-150=282
x=+/- 12
(r+1)(r−3)
r2−2r−3
(v−1)(3v−3)
3v2−6v+3
(3x+3)(x+4)
3x2+15x+12
(3x-9)(4x+7)
12x2-9x-63
solve for x
2x2-512=0
x=+/- 16
-10(2n+3)(2n+1)
-40n2-80n-30
5(2x−3)(3x+3)
30x2−15x−45
(5v+4)(3v−6)
15v2−18v−24
-2(4x+7)(-3x-4)
24x2+74x+56
solve for x
3(x2+2)=18
x = +/-2