Find the sum:
(2n2-5n-6)+(-n2-3n+11)
What is:
n2-8n+5
Multiply:
(w+9)(w+6)
What is:
w2+15w+54
Factor:
z2+10z+21
What is:
(z+7)(z+3)
Factor:
6y2-24y+18
What is:
6(y-1)(y-3)
Factor:
16x2-169y2
What is:
(4x+13y)(4x-13y)
Factor:
2a2+8ab-3a-12b
What is:
(2a-3)(a+4b)
Factor:
x2-12x+36=0
What is:
x=6
Find the difference:
(y2-4y+9)-(3y2-6y-9)
What is:
-2y2+2y+18
Multiply:
(v-3)(v2+8v)
What is:
v3+5v2-24v
Factor:
j2-13j+42
What is:
(j-6)(j-7)
Factor:
3n2+5n-2
What is:
(n+2)(3n-1)
Factor:
49a2-14a+1
What is:
(7a-1)2
Factor:
-15d3+21d-6d
What is:
-3d(d-1)(5d-2)
Solve:
6x2-13x+36=0
What is:
no solution
Describe and correct the error:
(x3-4x2+3)+(-3x3+8x-2)=-2x3+4x2+1
What is :
Error: Cannot add unlike terms
Correct: -2x3-4x2+8x+1
Multiply:
(4-b)(5b2+5b-4)
What is:
-5b3+15b2+24b-16
Factor:
h2+6h-27
What is:
(h+9)(h-3)
Factor:
-15w2-w+28
What is:
-(3w-4)(5w+7)
Factor and Solve:
n2+9=6n
What is:
(n-3)2, n=3
What is the problem in:
x3-6x2-9x+54=(x-6)(x2-9)
What is:
(x2-9) can still be factored to (x-3)(x+3)
Solve and round to the tenth:
8x2+8=6-9x
What is:
x=-0.3,-0.8
Find the Sum:
(4a2-a3-3)+(2a3-5a2+8)
What is:
a3-a2+5
Describe:
the FOIL process
What is:
First / Outside / Inside / Last
Factor and Solve:
m2+10=15m-34
What is:
(m-11)(m-4), m=4,11
Factor and Solve:
-12n2-11n=-15
What is:
-(4n-3)(3n+5), n=-5/3,3/4
Factor:
50y2+120y+72
What is:
2(5y+6)2
Factor and Solve:
4y3-7y2+28=16
What is:
(y+2)(y-2)(4y-7), y=2,-2,7/4
Find the number of x intercepts:
y=4x2+3x-6
What is:
2 intercepts
Find the difference:
(-r-10)-(-4r3+r2+7r)
What is:
4r3-r2-8r-10
A football field has a length of (10x+10)ft and a width of (4x+20)ft. What is the area when the width is 160 ft?
What is:
57,600 ft2
Find the dimensions of a triangle whose area is 35ft2, base (g-8) ft and height (g-11) ft
What is:
base 10ft, height 7 ft
Given y=2x2-3x-35, where would the graph of the parabola cross the x axis?
Where is:
x= -7/2 and 5
Factor and Solve:
-4/3x+4/9=-x2
What is:
(3x-2)2, x=2/3
Factor:
6m3-12mn+m2n-2n2
What is:
(m2-2n)(6m+n)
Give the value of 'c' which would have a: two solutions b: one solution, and c: no solutions
x2-8x+c=0
There are many possible solutions. For a: the determinate must be >0, for b: =0, and for c: <0.