WorksheetsEquation from Verbal
Total questions: 25
Worksheet time: 1hrs 15mins
When using y=mx+b, what variable represents the INDEPENDENT variable of the problem?
y
m
x
b
When using y=mx+b, what variable represents the DEPENDENT variable of the problem?
y
m
x
b
When using y=mx+b, what variable represents the SLOPE of the problem?
y
m
x
b
When using y=mx+b, what variable represents the Y-INTERCEPT of the problem?
y
m
x
b
A coach is ordering trophies for a team.
The coach pays a one-time fee of $15. The coach also pays $4 for each trophy.
Which phrase represents the SLOPE of this problem?
one-time fee of $15
$4 for each
coach pays
ordering trophies
A coach is ordering trophies for a team.
The coach pays a one-time fee of $15. The coach also pays $4 for each trophy.
In which phrase can you find the y-intercept of the problem?
one-time fee of $15
also pays $4
for each trophy
ordering trophies
A coach is ordering trophies for a team.
The coach pays a one-time fee of $15. The coach also pays $4 for each trophy.
Which function can be used to find c, the total amount the coach pays in dollars when t trophies are ordered?
c = 4t + 15
c = -4t - 15
c = 15t + 4
c = 15t - 4
An internet company charges a $100 set up fee, and then they charge $35 each month after that. What is the rate of change/slope?
$100
$35
$135
$65
Ashley is saving $18 that she earned for babysitting. She earns $7 every week for doing chores at home, which she also saves. Which function can be used to find t, the total amount of money Ashley will have saved at the end of w, weeks of doing chores?
t = 7w + 18
t = 18w + 7
t = 25w
t = 18w
Carlos bought a video game. He made an initial payment of $75 to the store, and he will pay $5 each month until the game is paid off. Which equation represents the relationship between m, the number of monthly payments Carlos has made, and t, the total amount that Carlos has paid the store?
t = 75m + 5
t = 5m - 75
t = 75m + 80
t = 5m + 75
A student is ordering candy bars for a team fundraiser.
The student pays a one-time fee of $8. The student also pays $2 for each candy bar.
Which function can be used to find t, the total amount the student pays in dollars when c, the number of candy bars are ordered?
c = 8t + 2
c = 8t - 2
c = 2t + 8
c = 2t - 8
What could this represent? y= 7x + 15
Buying pet turtles for $7 each plus a can of turtle food costs $15.
Seven bags of candy plus 2 extra snickers bars equals 15 dollars.
Two yoyos plus seven frisbees is 15 cents.
Buying seven calculators plus $15 per bundle of pencils is $7
Juan has 10 pencils in his backpack and he adds 3 new pencils every month. What number represents the slope?
(a)
Juan has 10 pencils in his backpack and he adds 3 new pencils every month. What number represents the y-intercept?
(a)
Juan has 10 pencils in his backpack and he adds 3 new pencils every month. Create the equation below.
y = (a) x + (b)
A salon charges a membership fee plus an additional fee per appointment. Which best describes the slope & y-intercept?
Slope - (a)
Y-Intercept - (b)
A water tower currently contains 815 gallons of water. The amount of water in the tower will decrease at a constant rate of 105 gallons per week. Which function can be used to find t, the total number of gallons of water in the tower after w weeks?
y= 815x-105
y=-105x+815
y=105x-815
y-=-815x+105
The value of y is the opposite of x.
y= -x
y= 2x
y= x1
The value of y is twice the opposite of x.
y= -2x
y= 2x
y= x2
The value of y is half the opposite of x.
y= -1/2x
y= .5x
y= x0.5
The value of y is 3 more than the opposite of x.
y= -x + 3
y= 3x
y=x - 3
The value of y is 5 more than twice the opposite of x.
y= -2x +5
y= 5x + 2
y=2x-5
The value of y is 1 more than twice the opposite of x.
y= -2x +1
y= 1x + 2
y=2x-1
A survey of students at a school revealed that 5 out of 9 students preferred math class. What is the slope?
5
9
5/9
9/5
