Coordinate Plane
Relations and Functions
Slope and Slope-Intercept Form
Slope-Intercept Form Applications
Proportional Relationships
100

What is the coordinate pair (0,0) also known as?

the origin

100

Write this equation:


A number is five less than twice another number.

y=2x-5

100

Using these two coordinate points, find the slope. 

(-2,-1) and (3,1)

m=2/5

100

The change in temperate from 4pm to 6am is represented by the equation 

t=-2h+90

What is the rate of change in this situation?

-2

100

Does this table represent a proportional relationship? If yes, list the constant of proportionality.

x       y

1       2

2       3

3       4

4       5

No

200

In which quadrant are both x and y positive?

Quadrant I

200

Write this equation in verbal form.

y=-1/3x

EX

A number is negative one third of another number.

200

Given the slope and y-intercept, write the equation in slope-intercept form.

slope = -1

y-intercept = 3

y=-x+3

200

Domino's Pizza is currently having a special for delivery orders. Pizzas are $8 each and the delivery charge is $2.75. 

Write an equation to represent the total cost, y, for a delivery of x pizzas. 

y=8x+2.75

200

Does this table represent a proportional relationship? If yes, list the constant of proportionality.

x       y

0       0

4       0.5

8       1

12      1.5

yes, k=1/8

300

In which quadrant are both x and y negative?

Quadrant III

300

Graph this relation:

{(-4,0) , (-2,1) , (0,2) , (6,4)}

will be checked

300

Given the slope and y-intercept, write the equation in slope-intercept form.

slope = -4/3

y-intercept = -5

y=-4/3x-5

300

The cost to have a SuperBowl party is represented by the equation

c=25x+4.50

What is the initial value in the equation?

4.50

300

The table below represents a proportional relationship. Identify the constant of proportionality ,k, and write an equation.

Pictures      Album Pages

40                10

60                15

80                20

100              25

k=1/4

y=1/4x

400

In which quadrant x is positive and y is negative?

Quadrant IV

400

Graph this relation:

{(-1,4) , (0,3) , (5,2) , (2,-1)}

will be checked

400

Graph the equation

y=3x-4

answer will be checked

400

Nicole's family went bowling. They had to pay a $15 fee for the lane and an additional $6 per person. 

1. What is the rate of change?

2. What is the initial value?

3. Write an equation to represent the total cost. 

1. $6

2. $15

3. y=6x+15

400

The table below represents a proportional relationship. Identify the constant of proportionality ,k, and write an equation.

Teachers      Students

4                 100

8                 200

12               300

20               500

k=25

y=25x

500

In which quadrant is x negative but y is positive?

Quadrant II

500

Complete this function table

y=-4x-3

x     y  (x,y)

-2

0

2

4

y           (x,y)

5            (-2,5)

-3           (0,-3)

-11         (2,-11)

-19         (4,-19)

500

Graph the equation 

y=-3/5x

answer will be checked

500

Morgan is paying her cellphone bill. She is charged a monthly fee of $45 and an additional $0.25 per text. Write and solve a linear equation to determine how many texts she sent if she had a total bill of $181.

181=0.25x+45

x=544 texts

500

The points (4,6) , (12,8) and (16,24) represent the same proportional relationship. Which point does NOT represent this relationship?

A. (3,2)

B. (8,12)

C. (10,15)

D. (9, 13.5)

(3,2) 

k=2/3

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