Ordenen rationale getallen

Hoofdmenu Eentje per keer 

Vul aan met <, > of =

  1. \(\dfrac{-20}{3}\ldots\dfrac{-19}{4}\)
  2. \(\dfrac{93}{5}\ldots19{,}6\)
  3. \(\dfrac{-13}{7}\ldots\dfrac{-6}{5}\)
  4. \(\dfrac{25}{2}\ldots13{,}5\)
  5. \(\dfrac{8}{3}\ldots\dfrac{7}{8}\)
  6. \(\dfrac{-8997}{1000}\ldots-8{,}897\)
  7. \(\dfrac{1587}{100}\ldots15{,}97\)
  8. \(\dfrac{67}{10}\ldots5{,}7\)
  9. \(\dfrac{20}{11}\ldots\dfrac{11}{6}\)
  10. \(\dfrac{-1627}{100}\ldots-16{,}17\)
  11. \(\dfrac{-411}{20}\ldots-20{,}65\)
  12. \(\dfrac{-4}{9}\ldots\dfrac{-5}{7}\)

Vul aan met <, > of =

Verbetersleutel

  1. \(\dfrac{-20}{3}<\dfrac{-19}{4}\)
  2. \(\dfrac{93}{5}<19{,}6\)
  3. \(\dfrac{-13}{7}<\dfrac{-6}{5}\)
  4. \(\dfrac{25}{2}<13{,}5\)
  5. \(\dfrac{8}{3}>\dfrac{7}{8}\)
  6. \(\dfrac{-8997}{1000}<-8{,}897\)
  7. \(\dfrac{1587}{100}<15{,}97\)
  8. \(\dfrac{67}{10}>5{,}7\)
  9. \(\dfrac{20}{11}<\dfrac{11}{6}\)
  10. \(\dfrac{-1627}{100}<-16{,}17\)
  11. \(\dfrac{-411}{20}>-20{,}65\)
  12. \(\dfrac{-4}{9}>\dfrac{-5}{7}\)
Oefeningengenerator wiskundeoefeningen.be 2025-04-08 04:37:10
Een site van Busleyden Atheneum Mechelen