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Use simple formulas written in words and letters

5th grade (Year 6 in England) · 16 questions · Common Core: 6.EE.A.2.C · England: Y6 Algebra

Name

Date

Score/ 16

  1. Question 1

    The number of legs on n insects is L = 6n. How many legs do 10 insects have?

    Answer

  2. Question 2

    The perimeter of a rectangle is P = 2(l + w). Find P when l = 3 and w = 9.

    Answer

  3. Question 3

    Bike hire costs C = 4h + 15, where h is the number of hours. What is C when h = 7?

    Answer

  4. Question 4

    The number of legs on n spiders is L = 8n. How many legs do 7 spiders have?

    Answer

  5. Question 5

    The perimeter of a rectangle is P = 2(l + w). Find P when l = 6 and w = 8.

    Answer

  6. Question 6

    Bike hire costs C = 3h + 8, where h is the number of hours. What is C when h = 9?

    Answer

  7. Question 7

    The number of legs on n spiders is L = 8n. How many legs do 15 spiders have?

    Answer

  8. Question 8

    The perimeter of a rectangle is P = 2(l + w). Find P when l = 6 and w = 3.

    Answer

  9. Question 9

    Bike hire costs C = 3h + 13, where h is the number of hours. What is C when h = 5?

    Answer

  10. Question 10

    The number of legs on n insects is L = 6n. How many legs do 8 insects have?

    Answer

  11. Question 11

    The perimeter of a rectangle is P = 2(l + w). Find P when l = 17 and w = 15.

    Answer

  12. Question 12

    Bike hire costs C = 6h + 20, where h is the number of hours. What is C when h = 7?

    Answer

  13. Question 13

    The number of legs on n insects is L = 6n. How many legs do 7 insects have?

    Answer

  14. Question 14

    The perimeter of a rectangle is P = 2(l + w). Find P when l = 15 and w = 15.

    Answer

  15. Question 15

    Bike hire costs C = 2h + 7, where h is the number of hours. What is C when h = 7?

    Answer

  16. Question 16

    The number of legs on n spiders is L = 8n. How many legs do 13 spiders have?

    Answer

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Answer key: Use simple formulas written in words and letters

  1. 1. 60

  2. 2. 24

  3. 3. 43

  4. 4. 56

  5. 5. 28

  6. 6. 35

  7. 7. 120

  8. 8. 18

  9. 9. 28

  10. 10. 48

  11. 11. 64

  12. 12. 62

  13. 13. 42

  14. 14. 60

  15. 15. 21

  16. 16. 104