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Karteikarten

Fractions

Sophie Martin-Pickup Englisch 13 Karten

Fractions

Karten in diesem Stapel (13)

  1. 1Simplifying fractionsTo cancel down or simplify a fraction - divide the top and bottom by the same number - until they won't go any further.Simplifying fractions
  2. 2Mixed numbersA mixed number is made up of a whole number and a fraction.Mixed numbers
  3. 3Converting from a mixed number to an improper fractionWrite the whole number part as a fraction and then add the fractions together.Converting from a mixed number to an improper fraction
  4. 4Improper fractionsAn improper fraction is when the top number is bigger than the bottom number.Improper fractions
  5. 5Converting from improper fractions to mixed numbersSeparate the fraction into as many whole numbers as possible, with a smaller remaining fraction.Converting from improper fractions to mixed numbers
  6. 6Ordering fractionsWrite the fractions with the same bottom number.
    Which is fraction is bigger: 3/4 or 5/7?
    both fractions have a denominator that divides into 28, so rewrite the fractions with a denominator of 28 -
    3/4 = 21/28 and 5/7 = 20/28
    so 3/4 is bigger.
  7. 7Adding and subtracting fractionsChange the fractions so they have the same denominator then add/subtract the top numbers (numerators).Adding and subtracting fractions
  8. 8Adding and subtracting mixed numbersTo add or subtract mixed numbers change them to improper fractions first and then change the answer back into a mixed number (if needed).Adding and subtracting mixed numbers
  9. 9Multiplying fractionsMultiply the numerators to find the new numerator, multiply the denominators to find the new denominator, then simplify where necessary.Multiplying fractions
  10. 10Dividing fractionsTurn the second fraction upside down, then multiply.Dividing fractions
  11. 11Dividing mixed numbersRewrite the mixed numbers as improper fractions.
    Then turn the second fraction upside down, then multiply.
  12. 12Equivalent fractionsWhen writing equivalent fractions, do the same mulitplication or division to the top and bottom numbers.
    For example, if you multiply the top by 2, you must also multiply the bottom by 2.
  13. 13Calculating fractions of a quantityFind 3/5 of 20
    1. find 1/5 of 20 = 20/5 = 4
    2. so 3/5 of 20 = 3 x 1/5 of 20 = 3 x 4 = 12
    so 3/5 of 20 = 12

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Karteikarten am Fractions, erstellt von Sophie Martin-Pickup am 15/11/2016.
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