Graphing
Substitution
Elimination
Interpret
Miscellaneous
100

Find the solution(s).

(4,5)

100

Solve.

x = 2

y = 4x -7

(2,1)

100

Solve.

5x + 5y = 5

-8x - 5y = -11

(2, -1)

100


One line shows combinations of dimes and quarters that are worth $3 altogether. The other line shows combinations of dimes and quarters that total to 12 coins.

How many quarters and dimes would you need to have both 12 coins and $3 at the same time?

12 quarters and 0 dimes

100

Which method should you use to solve this system? What is the first step?

Use elimination and multiply one of the equations by -1

200

Find the solution(s).

(1, -2)

200

Solve.

y = 8

y = x + 1

(7,8)

200

Solve. 

-6x + 2y = 12

-2x -2y = 20


(-4, -6)

200


Traditional incandescent light bulbs are cheaper to purchase, but they use more energy compared to LED bulbs. 

Traditional incandescent bulbs cost about $1 each, and 12 cents per week to use. LED bulbs cost about $5 each, and 2 cents per week to use. 

Which light bulb costs $10 in 75 weeks?  

Incandescent

200

If two lines are perpendicular, how many solutions will there be?

One

300

Find the solution(s).

(0,0) and (1,1)

300

Solve.

y = -2x + 4

y = 6x - 20

(3, -2)

300

Solve.

-2x + 9y = -4

2x + 3y = -20

(-7, -2)

300

What is the initial cost of Des-Mobile?

Around $40

300

How many solutions are there if you get something like this?

14 = -3

Zero

400

Graph the following equations on your white board. Find the solution(s).

y = -2x + 1

y = x - 2

(1,-1)

400

Solve. 

4x - 4y = 0

y = 2x + 6

(-6,-6)

400

Solve. 

7x + 8y = 20

7x - y = 29

(4, -1)

400

Who is at 20 meters after 5 seconds?

Neither of them

400

How many solutions are there if you have two coinciding lines?

Infinite

500

Graph the following equations on your white board. Find the solution(s).

y = 8

y = x+1

(7,8)

500

Solve. 

x = 5

x = -2


No solution (the lines are parallel).

500

Solve.

4x + 2y = 10

-2x + y = 9


(-1, 7)

500

Who can make 50 signs faster? How long did it take them?

Callen made 50 signs in about 90 minutes

500

How many solutions are there to a system with three parallel lines?

Zero