Vocab
Characteristics
Factoring
Solving Quadratics
Applications
100

X- Intercepts are also known as the __________.

Zeros

100

Find the axis of symmetry: f(x)=x2+3x-4

x=-3/2 or -1.5

100

Factor: x2+4x+3

(x+3)(x+1)

100

Solve: x2=25

x=-5, 5

100

Find the discriminant, state the number of real solutions: 6x-9=x2

One solution

200
Maximum or Minimum 

Vertex

200

Find the y- intercept: f(x)=x2+3x-4

(0,-4)

200

Factor: x2-4x-5

(x-5)(x+1)

200

Solve: 2x2+8x+6=0

x=-3, -1

200

A rock is thrown with an equation of h(t)=-16t2+20t+5. Find the maximum height of the rock.

11.25 ft

300

ax2+bx+c, the c represents _________

Y- intercept

300

Find the vertex: f(x)=2x2+4x-5

(-1,-8)

300

Factor: 2x4-4x3+8x

2x(x3-2x2+4)

300

Solve: x2+8x-6=0

x=-8.69, .69

300

A rock is thrown with an equation of h(t)=-16t2+20t+5. At what time will the rock reach its maximum height?

.625 sec

400

How can you tell if the graph is going to open upwards or downwards?

The a value

400

Is the parabola opening up or down?

f(x)=-x2+2x-3

Down

400

Factor: x2-81

(x+9)(x-9)

400

Solve: x2+7x-5=0

x=-7.65, .65

400

A rock is thrown with an equation of h(t)=-16t2+20t+5. When will the rock hit the ground?

1.464 sec

500

Describe how to find the axis of symmetry

x=-b/2a

500

Find the vertex: f(x)=x2-8x+2

(4,-14)

500

Factor: 3x2-7x=-4

(3x-4)(x-1)

500
Solve: -x2+7x=6

x=1, 6

500

A rocket is launched with a height equation of h(t)=-16t2+64t+5. When will the rocket be 50 feet in the air?

t= .91 and 3.09 sec

M
e
n
u