Identifying Quadratics
Characteristics of Quadratics
Square Roots
Factor/Solve
Complex Numbers
100

The graph of a quadratic equation looks like this

What is a parabola

100

Vertical line that divides a parabola into two symmetrical halves

What is axis of symmetry

100

Simplify. -8 roots of 112

-32 roots of 7

100
y=r2-8r-20

(r-10)(r+2)

100

Solve. x2=-81

x=+-9i

200

When the "a" value is positive

What is an upward parabla

200

The formula to find the axis of symmetry

What is x=-b/2a

200

-3 roots of 15 * 4 roots of 3

-36 roots of 5

200

9n2+24n+16

(3n+4)(3n+4)

200

Simplify. (-2+3i) + (5-2i)

3+i

300

The domain of a parabola

What is all real numbers

300
Finding the vertex

What is find the axis of symmetry (-b/2a), then substitute the value in for x to find the y value, and write as an ordered pair

300

  5              

4-2 roots of 3

20 +-10 roots of 3

   4

300

Solve. x2+10x=5+6x

x=-5, x=1

300

Simplify. (2-i)(-3+6i)

15i

400

The equation of a quadratic in standard form

What is ax2+bx+c

400

The y-intercept of a quadratic function

What is the "c" value in the equation

400

Solve.  4(x-6)2=100

x=11, or x=1

400

Solve. 5x2-24=14x

x=4, x=-6/5

400

Simplify.    5+2i

                  4i

20i-8

 -16

500

The equation of a quadratic in vertex form

y=a(x-h)2+k

500

When graphing a parabola and the "a" is 1 or -1 you can use this

What is the 1,3,5 rule

500

Solve. (g-5)2+4=53

g=12 or g=-2

500

Factor. 12r2+38r-14

2(2r+7)(3r-1)

500

Simplify.    3i

               -2-i

-6i+3

   5