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Fraction/Decimals

  1. 1/8 =
    0.125
  2. 2/8 =
    0.25
  3. 3/8 =
    0.375
  4. 4/8 =
    0.50
  5. 5/8 =
    0.625
  6. 6/8 =
    0.75
  7. 7/8 =
    0.875
  8. 1/9 =
    0.111
  9. 2/9 =
    0.222
  10. 3/9 =
    0.333
  11. 4/9 =
    0.444
  12. 5/9 =
    0.556
  13. 6/9 =
    0.667
  14. 7/9 =
    0.778
  15. 8/9 =
    0.889
  16. 1/3 =
    0.333
  17. 2/3 =
    0.667
  18. 1/6 =
    0.167
  19. 4/6 =
    0.667
  20. 5/6 =
    0.833
  21. 1/7 =
    0.143
  22. 1/11 =
    0.0909...
  23. 2/11 =
    0.1818...
  24. 3/11 =
    0.2727...
  25. XY/99 =
    0.XYXY...
  26. XYZ/999
    0.XYZXYZ...
  27. Can 0 be a denominator? Or can a # be divided by 0?
    No, it's undefined.
  28. How should you add/subtract decimals?
    Line the decimals up, then add/subtract. Add zeroes behind #s if necessary.
  29. How should you multiply decimals?
    • Multiply them as if whole #s, then insert decimal later. Add decimal point so that the sum of the #s to the right of the decimal equals the sum of #s to the right of the decimals in your original #s.
    • Ex:
    • 2.09 (2 right of decimal)
    • x 1.3 (1 right of decimal)
    • = 2.717 (3 right of decimal)
  30. When dividing a # by a decimal...
    Change the dividend (# on left) to a whole #. Then move the decimal in the divisor (# on right, under line), the # of spaces you had to move the decimal in the dividend to make a whole #.
Author
JanineG14
ID
83167
Card Set
Fraction/Decimals
Description
Fraction/Decimals
Updated

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