ThatQuiz Test Library Take this test now
A1 M1 Topic C Practice Test
Contributed by: Santiago
Standards:
A-CED.A.3, A-CED.A.4, A-REI.A.1, A-REI.B.3, A-REI.C.5, A-REI.C.6, A-REI.D.10, A-REI.D.12
Solving Equations and Inequalities
Module 1 Topic C
Algebra 1
End-of-Module Assessment Task
1. Solve the following equations for x.
    Write your answer in set notation. 
x = {                  }
3x - 5 = 16
2. Solve the following equations for x.    Write your answer in set notation. 
x = {                  }
3(x + 3) - 5 = 16
3. Solve the following equations for x.    Write your answer in set notation. 
x= {                  }
3(2x - 3) - 5 = 16
4. Solve the following equations for x.    Write your answer in set notation. 
x = {                  }
6(x + 3) - 10 = 32
5. Let c and d be real numbers.     If c = 42 + d is true, then which one is greater?
not enough information
c is greater because is 42 more than d
d is greater because is 42 more than c
c and d must be equal
6. Let c and d be real numbers.     If c = 42 - d is true, then which is greater?
not enough information
c is greater because is 42 more than d
d is greater because is 42 more than c
c and d must be equal
7. Solve for x and select the correct property or 
    properties used:
x = 12 Addition property of equality
x = 6.75 Multiplication property of equality
x = 12 Multiplication property of equality
x = 12 Distributive property
¾ x = 9
Addition Property: adding or subtracting
Multiplication Property: multiplying or dividing
8. Solve for x and select the correct property or     properties used:
x = 5 Add. and Mult. properties of equality
x = -5 Add. and Mult. properties of equality
x = 5 Addition property of equality
x = 5 Distributive property
10 + 3x = 5x
Addition Property: adding or subtracting
Multiplication Property: multiplying or dividing
x < 2(m + g)  Add. and Mult. properties of equality
x < 2(m - g)  Add. and Mult. properties of equality
x > 2(m + g)  Add. and Mult. properties of equality
x > 2(m - g)  Add. and Mult. properties of equality
9. Solve for x and select the correct property or     properties used:
½ x - g < m
Addition Property: adding or subtracting
Multiplication Property: multiplying or dividing
x = 2(q - r)  Add. and Mult. properties of equality
x = 2(q + r)  Add. and Mult. properties of equality
x = (q - r)/2  Add. and Mult. properties of equality
x = (q + r)/2  Add. and Mult. properties of equality
10. Solve for x and select the correct property or     properties used:
q + 5x = 7x - r
Addition Property: adding or subtracting
Multiplication Property: multiplying or dividing
¾ < x  Dist., Add. and Mult. prop. of =
¾ > x  Dist., Add. and Mult. prop. of =
1.5 < x  Dist., Add. and Mult. prop. of =
1.5 > x  Dist., Add. and Mult. prop. of =
11. Solve for x and select the correct property or     properties used:
3(5 - 5x) > 5x
Addition Property: adding or subtracting
Multiplication Property: multiplying or dividing
12. Students and adults purchased tickets for a 
      recent basketball playoff game. All tickets were
      sold.  Student tickets cost $5 each, and adult
      tickets cost $10 each. A total of $4,500 was
      collected. 700 tickets were sold.

      Which equation will represent the amount of 
      tickets sold?
s + a = 700 
s - a = 700
5s + 10a = 4500
5s - 10a = 4500
13. Students and adults purchased tickets for a       recent basketball playoff game. All tickets were      sold.  Student tickets cost $5 each, and adult      tickets cost $10 each. A total of $4,500 was      collected. 700 tickets were sold.
      How many adult tickets were sold?
Do not leave spaces in your answer.
a = 
14. Students and adults purchased tickets for a       recent basketball playoff game. All tickets were      sold.  Student tickets cost $5 each, and adult      tickets cost $10 each. A total of $4,500 was      collected. 700 tickets were sold.
      How many student tickets were sold?
Do not leave spaces in your answer.
s = 
15. Jack is 27 years older than Susan. In 5 years time,
      he will be 4 times as old as she is.
Write Jack's present age.


j = 
16. Jack is 27 years older than Susan. In 5 years time,      he will be 4 times as old as she is.
Write Susan's present age.

s = 
17. Find the solution set of the following 
      set of equations:

      y = x + 1
      y = -2x + 10
(x,y) = (                   )
Write your answer in the following format: (x,y)Do not leave spaces in your answer.
18. Andy's Cab Service charges a $6 fee plus $0.50       per mile. His twin brother Randy starts a rival       business where he charges $0.80 per mile but       does not charge a fee. 
      If x is the number of miles and C is the cost,      which one would be Andy's cab's service cost?
C = 0.5x - 6
C = 0.8x
C = 0.5x + 6
C = 0.8x + 6
19. Andy's Cab Service charges a $6 fee plus $0.50       per mile. His twin brother Randy starts a rival       business where he charges $0.80 per mile but       does not charge a fee. 
      What is the value of x?
Do not leave empty spaces in your answer.
x =
20. Andy's Cab Service charges a $6 fee plus $0.50       per mile. His twin brother Randy starts a rival       business where he charges $0.80 per mile but       does not charge a fee. 
      What is the value of C where the two equations      intercept?



      C = 
Do not leave empty spaces in your answer.
Created with That Quiz — a math test site for students of all grade levels.