Linear Relations
Quadratic Relations
Linear Equations
Linear Systems
Quadratic Expressions
100

What does the y-intercept represent in a linear equation?

The point where the line crosses the y-axis

100

Find the zeros in the quadratic relation

y=x2-4

x=-2

x=2

100

x+6=7

x=1

100

Solve the following systems using the method of substitution

x=-4y+6

2x-3y=1

y=1

x=2

100

(x+3)(x+2)

x=x2+5x+6

200

A linear relation has a constant rate of change? 


                         True or False?

True

200

Find the zeros in the quadratic relation

y=x2-9

x=3

x=-3

200

x-12=21

x=33

200

Solve the following systems using the method of substitution

5x-3y-2=0

y=-7x

x=0.0769

y=-0.5383

200

(2y+3)(y-1)

=2y2+1y-3
300

Determine the equation of each line.

m=3, b=1

y=3x+1

300

Determine the x-intercepts for each parabola.

y=x2+5x-14

x=-7

x=2

300

2x-3=1

x=2

300

You’re selling bracelets and necklaces. Bracelets cost $4, necklaces cost $6. You sold 20 items and made $96. How many of each did you sell?

A:

x + y =20

4x=6y =96 

x= 12 bracelets = 8 necklaces 

300

(3n-4)(3n+5)

=9n2+3n-20

400

Determine the equation of each line.

slope is -2, y-intercept is 4

y=-2x+4

400

Determine the x-intercepts for each parabola.

y=x2-6x-27

x=-3

x=9

400

y/7=6

y=42

400

Solve the following systems using the method of elimination

3x+2y=19

5x-2y=5

x=3

y=5

400

Simplify the expression:

3x2+5x-2x2+4 

x2+5x+4

500

What is the slope of the line that passes through (2,3) and (4,7)

A:2

500

Determine the x-intercepts for each parabola.

y=x2-9x+18

x=3

x=6

500

5q/6=10

q=12

500

Solve the following systems using the method of elimination

3x+2y=19

5x-2y=5

x=3

y=5

500

(3c+2)2

=9c2+12c+4