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WorksheetsModule 7 Quiz
Total questions: 13
Worksheet time: 39mins
4a - 4 = 8 + a
One Solution
a = 4
One Solution
a = -4
One Solution
a = 2
One Solution
a = 10
4x + 15 = x + 8
No Solutions
Infinitely Many Solutions
One Solution
x = -7/3
One Solution
x = 1
Evaluate to determine the number of solutions.
41(x −7) = 1 + 3x
One Solution
x = 1
One Solution
x = -1
Infinitely Many Solutions
1=1
No Solutions
Evaluate to determine the number of solutions.
1.5d + 3.25 = 1 + 2.25d
One Solution
d = 5
One Solution
d=3
Zero Solutions
-3 = -2
Infinitely Many Solutions
2=2
Evaluate to determine the number of solutions.
5 (x + 3) + 6 = 5x + 9
Infinitely Many Solutions
-7 = -7
Zero Solutions
Infinitely Many Solutions
-9 = -9
One Solution
x = -9
Evaluate to determine the number of solutions.
5x - 15 + 6 = 5x - 10
One Solution
x = -10
One Solution
x = 9
Zero Solutions
-9 = -10
Infinitely Many Solutions
-9 = -9
Happy Paws charger $19.00 plus $1.00 per hour to keep a dog during the day. Woof Watchers charges $14.00 plus $2.75 per hour. Determine which equation is written correctly to determine how many hours it would take for the services to equal the same amount?
x + 19 = 2.75x + 14
19x + 1 = 14x + 2.75
19 + x + 14 + 2.75x
y = x + 19
Cell phone company A charges $20 per month plus $.05 per text message. Cell phone Company B charges $10 per month plus $.07 per text message. Is there any number of text messages that will result in the exact same charge from both companies.
Yes, when solving the equation there would be infinitely many solutions because the amount paid to Company A and Company B would be equal.
Yes, when solving the equation there would be one solution of x = 500. It would take 500 messages for the companies charge the same amount.
No, there would be zero solutions because the amount both companies charge would never be the same.
Two cars are traveling in the same direction. The first car is going 40 mph and the second car is going 55 mph. the first car left 3 hours before the second car. Which equation could you solve to find how many hours it will take for the second car to catch up to the first car.
55t + 3 = 40t
40t + 120 = 55t
55t + 165 = 40t
40t + 3 = 55t
Greg and Jane left a 15% tip after dinner. The amount of the tip was $9. Greg's dinner cost $24. Which equation can you use to find x, the cost of Jane's dinner?
.15x + 24 =9
.15 ( x + 24) = 9
15 ( x + 24) = 9
.15x = 24 + 9
-5 - 9x = 3 (1 - 3x) - 8
x = -5
Infinitely Many Solutions
x = 5
Zero / No Solutions
Select all equations that have infinitely many solutions.
2x + 5 = 4 + 2x + 1
5x - 5 + 11x + 2 -1
3x + 2 - 2x = x + 2
4x + 5 = -4x + 5
Which statement about the equation is true?
5 (d + 11) = 2 (d - 19)
The equation has precisely two solution.
The equation has infinitely many solution.
The equation has no solutions.
The equation has precisely one solution.
