Quadratics
Systems of Equations
Variation
Laws of Exponents
Common Mistakes
100

What are the possible number of solutions that a quadratic equation can have?

0, 1, or 2

100

 y = -x

x  - y = 2

(1, -1)

100

What are the two equations for direct variation?

y = kx & y/x = k

100
4abc * 3ab

12a2b2c

100

What is the slope of the following linear equation?

y = 9.5x + 570

9.5 NOT 9.5x

200

When there is no lead coefficient, what is the relationship between factors and solutions?

The constants in the factors have opposite signs of the solutions.

200

4x - 2y = 6

-4x + y = 1

(-2, -7)

200

Is this direct variation, inverse variation or neither?

y/4 = 2x

Direct variation

y= 8x

y = kx 

200

(4a2d5)3

64a6d15

200

When students make mistakes, Mr. Riggs often uses analogies to help correct them. What is the most common thing for Mr. Riggs to make analogies about?

Food

300

What are the zeros of the following equation:

x+ 3x + 2 = 0

x = {-1, -2}

300

x + y = 1

2x + 3y = 3 

(0 , 1)

300

Is this equation direct, inverse, or neither?

y = -x/7

Direct

300

6fg* (2f5g7z)2 

24f11g16z2

300

6x is the GCF of a quadratic equation. What is left after the GCF has been pulled out is 9x - 1. What are the x-intercepts of the quadratic equation?

x = {0 , 1/9}

400

How many x-intercepts does this quadratic equation have?

y = 8x+ x + 6

0

400

y = x - 1

3x + 4y = 0

(4/7, -3/7)

400

Given inverse variation find y when x = 3 if y =7 when x = 9

y = 21

400

(3a-3b5cd-1)2

(9b10c2)/(a6d2)

400

When a student makes one of the common mistakes how many shames do they get?

fo shames for fo hundred

500

Find the roots of the following quadratic equation:

12x+ 27x + 6 = 0

x = {-1/4 , -1/2}

500

DAILY DOUBLE!!!

2x + 3y = 5

3x + 2y = 10

(4,-1)

500

Given direct variation find x when y = 8 if y = 24 when x = 15.

x = 5

500

(th2)/(e-1h) + (ca)2(k2e3) + (i2s2)/(is) + 1/a-10 + l3ie4*l-2e-3

the + c2a2k2e3 + is + a10 + lie

500

What is the domain and range of f(x) = x2?

Domain: All Real Numbers

Range: y >= 0