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Geometrie


PunktenRaumLinnenKurvenOfstännFlächenKierperenDimensiounn-TupelNullpunktSchoulmathematikKartesesche Koordinatesystem












Koordinaten




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Verschidden Zorte vu Koordinatesystemer


Koordinate sinn do fir Positioune vu Punkten am Raum festzehalen oder ze bestëmmen.


D'Positioun am Raum gëtt an de Koordinatesystemer mat Zuelewäerter, de Koordinaten, eendäiteg bestëmmt.


Duerch d'Zesummestelle vun eenzele Punkten, loosse sech da mat ville Punkte bestëmmt Objeten, wéi Linnen, Kurven, Ofstänn, Flächen, a Kierperen uginn.


D'Zuel vun de Wäerter, déi noutwenneg si fir en Objet ze bestëmmen, entsprécht der Dimensioun vum Raum (dacks als n ofgekierzt). Et hëlt een dann d'Koordinate vun engem n-dimensionale Raum dann och als en n-Tupel vu Koordinaten op.


Den Nullpunkt, bei deem all Koordinaten de Wäert 0 unhuelen, nennt een d'Origine.


De Koordinatesystem deen am meeschte gebraucht gëtt – dat gëllt besonnesch fir d'Schoulmathematik - ass de Kartesesche Koordinatesystem.



Kuckt och |


  • Geographesch Koordinaten

  • Galaktesch Koordinaten


Um Spaweck |



  • http://www.mathe-online.at/mathint/zeich/i.html - Einfach a verständlech Erklärung


  • http://mo.mathematik.uni-stuttgart.de/lexikon/K/koordinatensystem.html - Mathematesch exakt Definitiounen (mat Formelen)





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