Show:
Slope
y-intercept
Real World
Looking at Graphs
Slope Equation
100
The slope of two coordinates (0,0) and (3,2).
What is 2/3?
100

 The y-intercept of this line. (4,1) (3,2)

What is -1?

100
Angela had $100 in her bank account in week 1 and $200 in week 3. What is the rate of change?
$50 per week
100

 All of the y-intercepts are...

0

100

Jane is planning to save $20 a week, she currently has $60 saved. How much will she have a x amt of weeks. What is the slope equation format?

y=20x+60

200
The slope of y=5x+14.
What is 5
200
The y-intercept of the line containing (4,3) and (0,2).
2
200
Heights Asian Cafe charges $12 per meal plus a $8 delivery fee. What is the y-intercept?
$8
200


Slope of line A.

What is 1/2?

200

Luis is collecting 3 cards a week and has 300 already collected, how many cards will he have at the end of the year? 

What is the slope intercept form equation?

y=3x+300

300
The slope of the line containing (2,8), (-1,-4), (10,40).
What is 4?
300
y=65x+213's y-intercept.
What is 213?
300
Monet had 500 followers on IG in 2010 and 700 followers in 2015. What is m?
40 followers per year
300

 y-intercept of this line?

3

300

Jerry spends $40 a week and currently has 600 saved, how long until he spends everything? What is the slope format?

y=-40x-600

400
The slope of y = 6 - 6x
What is -6?
400
The y-intercept of this function: (1, 5) (2, 8) (3, 11)
(0, 2)
400
Koby makes $18 for 1 hour of work and $28 for 2 hours of work. What is his initial salary before any hours worked?
$8
400

 Slope of this line?

Undefined

400

Jerry currently has saved $200 and is planning to save an additional $40 per week, what is the slope equation format?

y=200+40x

500
Slope containing the points (-5, -10) and (-3, -11).
-1/2
500
Y-intercept of the function: (-6, 7) (-3, 14)
21
500
Christian's bath started with 15 gallons and after 2 minutes had 3 gallons left. At what rate was his bath draining?
-6 gallons per minute
500

Slope of line C.

-2

500

In Mrs. Taylor's science class, the height of plants is recorded each week. The plants start at 10 cm tall and grow at a rate of 5 cm per week.

  1. Write the equation for the height hhh in centimeters as a function of the number of weeks www.
  2. What will the height be after 4 weeks?
  3. How many weeks will it take for the plants to reach 35 cm?

  • The equation is:

    h=5w+10


  • After 4 weeks:

    h=5(4)+10=30 cm


  • To find when the plants reach 35 cm:
    35=5w+10

  • w=5 weeks