WorksheetsWeek 5 Classwork Practice
Total questions: 9
Worksheet time: 5mins
Choose the equation of the line with the point
(−12, 65) and the slope of 18 in point-slope form.y−65=18(x−12)
y−65=18(x+12)
y=12+18(x−65)
y+65=18(x+12)
Find the slope between the points (12, −2) and (6, 3) .
−65
−61
65
61
Write an equation of the line that passes through the points (12, −2) and (6, 3) .
Hint: You'll need the slope you found for these two points.
y=−2−65(x−12)
y=12−65(x−2)
y=12−65(x+2)
y=−2−65(x+12)
y=−3−(x+2)
State the point AND slope that were used to write the above equation.
This is a MULTI-SELECT problem: select BOTH the point and the slope to get this question correct.
(−3, 2)
(2, −3)
(−2, −3)
Slope = −1
Slope = −3
What is the slope of the line graphed?
m=3
m=31
m=−31
m=−3
Which is the equation of the line on the graph?
y=3(x−1)+2
y=−3(x+1)−2
y=3(x+1)−2
y=−3(x−1)−2
Vera pays $32 a month plus $0.75 for each minute she goes over her allowed minutes on her phone plan.
Which equation models how much Vera spends on her phone plan in a month?
y=32x+0.75
y=0.75x+32
y=32.75x
y−32=0.75(x−1)
Use your equation from #7:
What would the Vera's phone bill be for the month if she went over her allowed minutes by 17 minutes?
$12.75
$44.75
$544.75
$49.75
Use your equation #7:
If her bill last month totaled $47, how many minutes did Vera go over her allowed minutes?
20 minutes.
15 minutes
67 minutes
63 minutes
