Solve for a variable
Writing Equations
Interpreting a Graph
Solving a System by Graphing
100

Solve for x:

x+2=-7

x=-9

100

Tim is starting off with $100 in his new savings account. He plans to deposit $15 every month.


Write an equation for this situation if V represents the value of the account after M months

V=100+15M

100

If no textbooks are sold, how many notebooks would have to be sold?

75

100

Solve the following system by graphing:

y=x+1

y=3x-1

(1,2)

200

Solve for x:

x+2y=3

x=-2y+3 or x=3-2y

200

*DOUBLE JEOPARDY*

A theater makes 200 dollars from selling drinks for $5 and popcorn for $6. 


Write an equation that represents the situation for D drinks and P popcorns.

5D+6P=200

200

*DOUBLE JEOPARDY*

How many textbooks would be sold if 10 notebooks are sold?


13

200

*DOUBLE JEOPARDY*

Solve the following system by graphing:

y=-2x+3

y=3x-2

(1,1)

300

Solve for x:

3x+9y=6

x=-3y+2 or x=2-3y

300

55 students are going on a field trip to Knott's Berry Farm. The students can go in cars that seat 4 people and vans that seat 7 people.


Write an equation that represents this situation for the number of cars C, and the number of vans V.

4C+7V=55

300

If zero notebooks were purchased, how many textbooks would need to be sold?


20

300

Solve the system of equations by graphing:

(2,3)

400

*DOUBLE JEOPARDY*

Solve for k:

m=2+wk

400

Andrew has $13.55 in a piggy bank. He started with a $1 bill and has only ever put in dimes ($0.10) and quarters ($0.25) since then.


Write an equation that represents this situation for D dimes and Q quarters.

0.10D+0.25Q+1.00=13.55

400

If 2 textbooks were purchased, how many notebooks would have to be sold?


40

400

Solve the following system by graphing:

y=2x+2

-4x+2y=4

Infinitely many solutions

500

Solve for y:

2x+3y-4=5

500

You are attending a local carnival. The carnival charges a $5 dollar entry fee and then sells tickets to go on rides for $1 and tickets to buy food for $2.


Write an equation for this situation if you buy R tickets for rides, and F tickets for food, and spend a total of D dollars.

5+1R+2F=D

500

If 7 textbooks were purchased, how many notebooks would need to be sold?


15

500

Solve the following system by graphing:

y=-3x+5

-3x-y=1

No solution

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