Graphing
Substitution
Elimination
Miscellaneous
100

When graphing a system of equations, the solution lies where the lines ______?

intersect

100

When do you use substitution?

When one equation is in standard form and one is in slope-intercept form.

100

You use elimination to solve a system when both equations are in what form? 

Standard form

100

Bob is selling hats for $15 and t-shirts for $8. His goal is to make $250.

 Write an equation to model the situation. Define variables. 

15h + 8t = 250

t is the number of shirts and h is the number of hats

200

What does a system of linear equations with no solution look like on a graph?

parallel lines

200

DAILY DOUBLE:  400 points

When Lisa is 6 years old her sister was half her age. Now Lisa is 40, how old is her sister? 

37 years old

200

Solve the system using elimination: 

-7x - 2y=17

 5x + 2y=-7

(-5,9)

200

Find the intercepts of 

x+y = 20

(20,0) (0, 20)

300

What do linear equations look like on a graph if they have infinite solutions. 

same line

300

Solve this system of equations using substitution:

-2x-5y=-14

y=6

(-8,6)

300

Solve the system using elimination: 

-5x - 5y=10

-5x + 3y=18

(-3, 1)

300

Find the intercepts for 

-3x + 2y =12

(0,6) and (-4,0)

400

How do you find the x-intercept in a standard form equation?

plug a 0 in for y.

400

Solve this system of equations by substitution:

y = x + 5

4x + 3y = -6

(-3,2)

400

Solve the system of equations using elimination:

9x - 3y=24

4x + 6y=-4

(2, -2)

400

Write a system if the sum of two numbers is 13 and the larger number is 1 more than 3 times the smaller number.

x+y =13

y = 3x+1

500

How do you find the y-intercept in a standard form equation?

plug a 0 in for x

500

Solve this system of equations by substitution:

y=5x - 2

-6x - 3y=-15

(1, 3)

500

Solve the system of equations using elimination:

-4x -2y=-18

3x +3y=12

(5, -1)

500

At the FHS basketball game hotdogs cost $2.50 and soda is $1.50 and they sold $170 for a total of 80 items.

Write a system. Define variables 

1.50x + 2.50y = 170

x + y = 80

x is the number of sodas sold and y is the number of hotdogs sold

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