a=1
x^2+15x+50
(x+5)(x+10)
2x^2+11x+9
(2x+9)(x+1)
100x^2-81
(10x-9)(10x+9)
x^2-10x+16
(x-5)^2-9
Given: x^2-6x+5=0
Step 1: x^2+6x=-5
Step 2: x^2+6x+[_] =[_]
Step 3: (x+3)^2-4
x^2+6x+9=4
x^2-2x-63
(x+7)(x-9)
4x^2+3x-27
(4x-9)(x+3)
1-64x^2
(1-8x)(1+8x)
x^2-6x-7
(x-3)^2-16
Given: x^2-10x+9
Step 1: x^2-10x=-9
Step 2: x^2-10x+[_]=[_]
Hint: Find the vertex form first and work backwards!
x^2-10x+25=16
x^2-16x+64
(x-8)(x-8)
(x-8)^2
6x^2-7x+1
(6x-1)(x-1)
x^4-25
(x^2-5)(x^2+5)
x^2-6x-40
(x-3)^2-49
Solve for x.
x^2=64
x=-8 and x=8
Must get both to get points.
2x^3-34x^2+140x
2x(x-7)(x-10)
-6x^2-50x-16
-2(3x+1)(x+8)
x^4-16
(x^2+4)(x+2)(x-2)
x^2-4x=45
(x-2)^2-49
Solve for x.
x^2+8=33
x=-5 and x=5
Must get both to get points.
-4x^2-4x^3+168x^2
-4x^2(x^2+x-42)
12x^3+26x^2-16x
2x(3x+8)(2x-1)
8-2x^4
2(2+x^2)(2-x^2)
x^2-19x+102=-x-6
(x-9)^2+27
Solve for x. (Hint: You will get two solutions written as points.)
x^2+10x+16=0
(-2,0) and (-8,0)