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Solve 'or' compound inequalities

9th grade (Year 10 in England) Β· 16 questions Β· Common Core: HSA.REI.B.3

Name

Date

Score/ 16

  1. Question 1

    Is x = 1 a solution of "x < 0 or x > 2"?

    βˆ’3βˆ’2βˆ’1134502
    • A. Yes
    • B. No
  2. Question 2

    Solve: x βˆ’ 5 < βˆ’11 or 5x + 4 > βˆ’11

    • A. x > βˆ’6 or x < βˆ’3
    • B. x < βˆ’6 or x > βˆ’3
    • C. x < βˆ’11 or x > βˆ’15
    • D. βˆ’6 < x < βˆ’3
  3. Question 3

    Is x = 4 a solution of "x < 1 or x > 3"?

    βˆ’2βˆ’10245613
    • A. Yes
    • B. No
  4. Question 4

    Solve: x + 6 < 7 or 5x βˆ’ 5 > 10

    • A. 1 < x < 3
    • B. x < 1 or x > 3
    • C. x > 1 or x < 3
    • D. x < 7 or x > 15
  5. Question 5

    Is x = 4 a solution of "x < βˆ’2 or x > 4"?

    βˆ’5βˆ’4βˆ’3βˆ’10123567βˆ’24
    • A. Yes
    • B. No
  6. Question 6

    Solve: x βˆ’ 7 < βˆ’13 or 5x βˆ’ 3 > βˆ’13

    • A. x < βˆ’6 or x > βˆ’2
    • B. x > βˆ’6 or x < βˆ’2
    • C. x < βˆ’13 or x > βˆ’10
    • D. βˆ’6 < x < βˆ’2
  7. Question 7

    Is x = 2 a solution of "x < βˆ’1 or x > 2"?

    βˆ’4βˆ’3βˆ’201345βˆ’12
    • A. Yes
    • B. No
  8. Question 8

    Solve: x βˆ’ 1 < βˆ’6 or 5x βˆ’ 5 > 5

    • A. x > βˆ’5 or x < 2
    • B. x < βˆ’5 or x > 2
    • C. βˆ’5 < x < 2
    • D. x < βˆ’6 or x > 10
  9. Question 9

    Is x = 0 a solution of "x < 1 or x > 4"?

    βˆ’2βˆ’102356714
    • A. Yes
    • B. No
  10. Question 10

    Solve: x βˆ’ 6 < βˆ’11 or 4x βˆ’ 2 > 2

    • A. x < βˆ’11 or x > 4
    • B. βˆ’5 < x < 1
    • C. x > βˆ’5 or x < 1
    • D. x < βˆ’5 or x > 1
  11. Question 11

    Is x = 0 a solution of "x < 1 or x > 3"?

    βˆ’2βˆ’10245613
    • A. Yes
    • B. No
  12. Question 12

    Solve: x + 4 < βˆ’2 or 2x + 1 > 3

    • A. x < βˆ’6 or x > 1
    • B. x < βˆ’2 or x > 2
    • C. βˆ’6 < x < 1
    • D. x > βˆ’6 or x < 1
  13. Question 13

    Is x = 1 a solution of "x < βˆ’4 or x > 1"?

    βˆ’7βˆ’6βˆ’5βˆ’3βˆ’2βˆ’10234βˆ’41
    • A. Yes
    • B. No
  14. Question 14

    Solve: x + 6 < 0 or 2x + 4 > βˆ’4

    • A. βˆ’6 < x < βˆ’4
    • B. x < βˆ’6 or x > βˆ’4
    • C. x < 0 or x > βˆ’8
    • D. x > βˆ’6 or x < βˆ’4
  15. Question 15

    Is x = βˆ’3 a solution of "x < βˆ’3 or x > βˆ’1"?

    βˆ’6βˆ’5βˆ’4βˆ’2012βˆ’3βˆ’1
    • A. Yes
    • B. No
  16. Question 16

    Solve: x βˆ’ 4 < βˆ’10 or 2x + 4 > 6

    • A. x > βˆ’6 or x < 1
    • B. x < βˆ’10 or x > 2
    • C. x < βˆ’6 or x > 1
    • D. βˆ’6 < x < 1

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  1. No
  2. x < βˆ’6 or x > βˆ’3
  3. Yes
  4. x < 1 or x > 3
  5. No
  6. x < βˆ’6 or x > βˆ’2
  7. No
  8. x < βˆ’5 or x > 2
  9. Yes
  10. x < βˆ’5 or x > 1
  11. Yes
  12. x < βˆ’6 or x > 1
  13. No
  14. x < βˆ’6 or x > βˆ’4
  15. No
  16. x < βˆ’6 or x > 1