Attributes
Modeling
Focus
Directrix
Factoring
100

What is the y-intercept of the following function:

y=x2+4x-2

(0,-2)

100

Use these points to find the quadratic function:

(0,0), (1,1), (2,4)

y=x2

100

Find the focus of the equation.

y=(1/8)x2

(0,2)

100

Find the directrix.

focus: (0,3)

vertex: (0,0)

y=-3

100

Factor the following expression.

x2-2x+1

(x-1)(x-1)

or

(x-1)2

200

What is the axis of symmetry of the following function:

y=x2+4x-2

x=-2

200

Use these points to find the quadratic function:

(0,1), (-1,4), (2,1)

y=x2-2x+1

200

Find the focus of the equation.

x=-2y2

((-1/8),0)

200

Find the directrix.

focus: (-2,0)

vertex: (0,0)

x=2

200

Factor the following expression.

x2+2x-8

(x+4)(x-2)

300

Find the Domain and Range of the following function:

y=x2-3x+4

Domain: (-inf,+inf)

{x|x is a real number}


Range: [4,inf)

{y|y>=4}

300

Use these points to find the quadratic function:

(1,-3), (0,-4), (2,-6)

y=-2x2+3x-4

300

Find the focus of the equation.

directrix: x=-4

(4,0)

300

Find the directrix.

focus: (2,4)

vertex: (5,4)

x=8

300

Factor the following expression.

-y2+17y-72

-(y-8)(y-9)

400

Does this quadratic expression have minimum or a maximum and what is it?

y=4x2-2x+1

Minimum - 3/4

400

Use these points to find the quadratic function:

(-1,1), (-3,29), (2,19)

y=4x2+2x-1

400

Find the focus of the equation.

x=(1/4)(y+1)2+2

(0,2)

400

Find the directrix.

focus: (5,9)

vertex: (5,2)

y=-5

400

Factor the following expression.

5x2-17x+6

(5x-2)(x-3)

500

Find the x-intercepts of the following function:

y=x2-4x-12

x-intercepts: (6,0),(-2,0)

500

Use these points to find the quadratic function:

(1,6), (2,1), (-2,-15)

y=-3x2+4x+5

500

Find the focus of the equation.

x=y2-2y-1

((-7/4),1)

500

Find the directrix from the equation.

y=(1/20)(x-3)2+2

y=-3

500

Factor the following expression.

16x2-40x+25

(4x-5)(4x-5)

or

(4x-5)2

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