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Find and fix mistakes in equation solutions

7th grade (Year 8 in England) · 16 questions · Common Core: 7.EE.B.4.A · England: KS3 Algebra

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  1. Question 1

    Solving 6x + 15 = 9: Step 1: 6x = -6. Step 2: x = -12. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  2. Question 2

    Hana expanded 5(x + 2) = 0 as 5x + 2 = 0, which gives a wrong answer. What is the correct value of x?

    x =

  3. Question 3

    Solving 8x + 8 = 64: Step 1: 8x = 56. Step 2: x = 48. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  4. Question 4

    Chloe expanded 5(x + 6) = 80 as 5x + 6 = 80, which gives a wrong answer. What is the correct value of x?

    x =

  5. Question 5

    Solving 9x + 19 = 46: Step 1: 9x = 27. Step 2: x = 18. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  6. Question 6

    Zara expanded 6(x + 1) = 6 as 6x + 1 = 6, which gives a wrong answer. What is the correct value of x?

    x =

  7. Question 7

    Solving 9x + 16 = 106: Step 1: 9x = 122. Step 2: x = 13.56. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  8. Question 8

    Aisha expanded 5(x + 1) = 10 as 5x + 1 = 10, which gives a wrong answer. What is the correct value of x?

    x =

  9. Question 9

    Solving 2x + 18 = 42: Step 1: 2x = 60. Step 2: x = 30. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  10. Question 10

    Priya expanded 2(x + 5) = 6 as 2x + 5 = 6, which gives a wrong answer. What is the correct value of x?

    x =

  11. Question 11

    Solving 5x + 13 = 53: Step 1: 5x = 40. Step 2: x = 8. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  12. Question 12

    Elena expanded 4(x + 3) = -8 as 4x + 3 = -8, which gives a wrong answer. What is the correct value of x?

    x =

  13. Question 13

    Solving 9x + 1 = -26: Step 1: 9x = -27. Step 2: x = −3. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  14. Question 14

    Ava expanded 6(x + 7) = 42 as 6x + 7 = 42, which gives a wrong answer. What is the correct value of x?

    x =

  15. Question 15

    Solving 8x + 3 = 91: Step 1: 8x = 88. Step 2: x = 80. Where is the first mistake?

    • A. Step 1
    • B. Step 2
    • C. No mistake
  16. Question 16

    Ana expanded 6(x + 2) = 54 as 6x + 2 = 54, which gives a wrong answer. What is the correct value of x?

    x =

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Answer key: Find and fix mistakes in equation solutions

  1. 1. B. Step 2

  2. 2. x = -2

  3. 3. B. Step 2

  4. 4. x = 10

  5. 5. B. Step 2

  6. 6. x = 0

  7. 7. A. Step 1

  8. 8. x = 1

  9. 9. A. Step 1

  10. 10. x = -2

  11. 11. C. No mistake

  12. 12. x = -5

  13. 13. C. No mistake

  14. 14. x = 0

  15. 15. B. Step 2

  16. 16. x = 7