Key Words
ID Slope
ID Y-Intercept
Write Equations
Solve
100

The phrase “per hour” tells you what in slope-intercept form?

The slope

100

A gym charges a $25 sign up fee and $15 per month. What is the slope?

15

100

A gym charges a $25 sign up fee and $15 per month. What is the y-intercept?

25

100

A babysitter charges $10 per hour and no starting fee.

y = 10x

100

y = 5x + 10

Find y when x = 4 

y = 30

200

The phrase “starting with” tells you what?

The y-intercept

200

A babysitter earns $12 per hour. What is the slope?

12

200

A savings account starts with $200 and increases by $10 per week. What is the y-intercept?

200

200

A streaming service costs $12 per month plus a $5 sign up fee.

y = 12x + 5

200

y = 3x + 8
Find y when x = 6.

y = 26

300

The phrase “decreases by 7 each week” tells you what about the slope?

The slope is negative 7

300

A taxi charges $3 to get in and $2.50 per mile. What is the slope?

2.50

300

A taxi charges $3 to get in and $2.50 per mile. What is the y-intercept?

3

300

You start with $80 and SPEND $6 per week.

y = -6x + 80

300

y = -2x + 15
Find y when x = 5.

y = 5

400

The phrase “flat fee”, "start-up", or "initiation fee" tells you what part of the equation?

The y-intercept

400

A savings account starts with $100 and increases by $20 each week. What is the slope?

20

400

A car rental company charges $50 flat fee plus $30 per day. What is the y-intercept?

50

400

A taxi charges $4 to start and $3 per mile.

y = 3x + 4

400

A taxi charges $4 to start and $3 per mile.
Write the equation and find the total cost for 7 miles.

y = 25

500

The phrase “for every mile” represents what? (slope or y-intercept)

It represents the slope

500

A phone battery starts at 90% and decreases by 5% every hour. What is the slope?

-5

500

A student starts with $40 and spends $8 per day. What is the y-intercept?

40
500

A tank starts with 100 gallons and drains 8 gallons per hour.

y = -8x + 100

500

A water tank starts with 100 gallons and drains 8 gallons per hour.
Write the equation and find how much water is left after 6 hours.

y = 52

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