Find the slope of the line containing the points (2,5) (7,9)
4/5
At a coffee shop each cookie costs $1.25. Create an equation that models the given situation where
n = the number of cookies
c = total cost.
c = 1.25n

D: [0,infinity)
R: [-2, infinity)
Find the slope of the line containing the following points (-2,5) (4,7)
1/3
A lawn service charges $20 plus $12 per hour to mow and edge your yard. Write a function rule that models this situation.
h = hours
p = profit
p = 12h + 20
Find the slope!
6/2 or 3
Water flows over a dam at a rate of 500 gallons per minute. Write a function rule relating the amount of water that flows over the dam to the number of minutes that have passed.
a = amount of water
m = minutes passed

State the Domain and Range of the Function
D: (-4,4)
R: (0,4]
| x | y |
| 2 | 4 |
| 1 | 5 |
| 2 | 6 |
Find the Slope!
-3/4
A plumber's fees are $75 for a house call and $60 per hour worked. Write a function rule given the situation.
h = hours worked
c = total cost
c = 60h + 75

State the Domain and Range
D: [-1,4]
R: [-4,5]
Find the Slope
Stephanie is trying to sell t-shirts at a local coffee shop. The shop is requiring her to pay them $50 in order to sell her shirts at their business. Each t-shirt will cost $5 to make and she will sell each shirt for $20.
Write an equation where
p = total profit
n = # of t-shirts
p = 15t - 50
State the Domain and Range
D: (-infinity, 1]
R: [0, infinity)