Intro to Systems
Solving Systems using Algebra
Free
Solving Systems using Graphs
Inconsistent and Dependent Systems
100

What are we trying to solve for using systems of equations

The intersection of two equations


100

When do you know you should use elimination?

When you have a matching number of variables

100
Where was Nutella inveted?

Italy

100

How do you know the solution of a system when looking at a graph?

The intersection
100

Inconsistent, Dependent, and Constant Systems, how many solutions for each one?

none, infinite, one

200

When using a table, how do we identify the solution to the system?

Matching x and y values


200

What letter is easiest to eliminate in this situation?

1Math

y

200

Most shoplifted item in the world

Cheese

200

How many solutions are there when there is one intersection?

One

200

Inconsistent equations have the same line true or false

False

300

What are the 4 types of ways we have learned to use in order to identify the solution to systems?

1. Table

2. Graphing

3. Elimination

4. Substitution

300
Mr. Wortman will write on board #1

(2,-3)

300

What animal can sleep standing up?

Horses, zebras, elephants

300

what is the solution to the following (2Math)

(2,3)

300

How many solutions for the following system? (4Math)

None

400

What is the fastest animal?

Cheetah

400
Mr. W will write on the board #2 pg 335

(3,3)

400

What does USB stand for?

Universal Serial Bus

400

What is the solution to the system? (3Math)

(2,120)

400

How many solutions in the following (5Math)

Infinite

500

If you were to create these two tables for two equations, how would you determine the solution?

x1 = 0,3,10

y1= 1,4,11

x2 = 0,3,10

y2 = 2, 4, 11

x=3, y=4 or (3,4)

500

Mr. W will write on the board #4

(1/3, -6)
500

What sport is played with stones and brooms?

Curling

500

If two lines are parallel, what is the solution?

There is no solution, no intersection

500

How many solutions? (6Math)

None

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