Interpret
Slope & y-int.
Comparing
Functions
Solving
Equations
To Be or
Not to Be
Scatter
Plots
100

What is the slope?

y = -5x + 3

-5

100

Which has a steeper slope?
Function A:  y = -5x + 1

Function B:  y = 3x + 4 

Function A

100

Solve for x.
-4x - 7 = 21

x = -7

100

Is this linear or nonlinear?

y=2x^2+3

Nonlinear

100

What type of association is the scatterplot?

No association 

200


What is Dionne’s hourly rate?

$12 per hour

200

Which Function has a larger y-intercept?

Function B

200

Solve for x.
6(-2x - 4) = 12

x = -3

200

Is the graph a function, linear, both, or neither?

Neither

200

How many outliers are on the scatterplot?

300


What does the y-intercept represent?

Colby started with $100 in his savings account. 

300

Which function has a larger y-intercept?

Function A

300

Solve.
-5x + 4 - 3x = -2 - 8x + 10 

No Solution 

300

Which are both nonlinear and a function?

A and C

300

Finish this sentence:  As hours of sleep increases, __________________________.

The test score increases. 

400

The function below shows the cost of an ice cream sundae with different numbers of toppings (t).          f(t) = 2.25 + 0.75t

Explain what the slope means in this function. 

It costs 75 cents for each topping. 

400

Which Function has the least steep slope?

Function B

400

Solve.
-2(2x + 4) = 3(x - 12)

x = 4

400

Which of these sets are functions?
Set A:  {(0,4),(2,6),(-1,3),(4,0),(-2,3)}
Set B:  {(-4,1),(3,1),(1,3),(5,2),(-4,5)}
Set C:  {(2,7),(7,2),(0,-1),(5,-1),(1,-4)}
Set D:  {(7,8),(8,7),(5,6),(4,3),(8,6)}

Set A and C

400

Answer each description.  
Form:  Linear or Nonlinear?
Direction:  Positive, Negative, or No Association?
Strength:  Weak or Strong?
Outliers:  How many?

Linear, Negative, Weak, None

500

Write a linear equation in slope-intercept form (y=mx+b) to model the situation.  A candle is 6 inches tall and burns at a rate of 1/2 inch per hour.

y = -1/2x + 6

500

Which Function has the greatest slope?
Function A:  y = 2/3x + 2
Function B:  y = 3/8x - 4
Function C:  y = 5/6x + 1

Function C

500

x = 9

500

Which table(s) are nonlinear?

1st (blue) and 2nd (yellow)

500

According to the line of best fit, approximately how much would sales be when temperature is 18 degrees?

Any answer between $370 - $390 is correct.