Karteziana koordinataro: Diferi inter la revizi

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Pagino kreesis kun ''''Karteziana koordinataro''' specigas omna punto unike en plano per paro di numerical '''coordinates''', which are the [[positive and...'
 
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'''Karteziana koordinataro''' specigas omna [[punto (geometrio)|punto]] unike en [[plano]] per paro di [[nombro|nombrala]] '''koordinataro''', qua esas la [[signo|signita]] disti de la punto a la du fixita [[perpendikla]] direktita linei, mezurata en la sama [[vektor-unajo]]. Singla refero esas nominita ''koordinata axo'' o jus ''axo'' di la sistemo, e la punto ube li interrenkontras esas lua ''[[origino]]'', maxim-multa-kaze ad ordinita pari (0,0). Koordinataro povas anke esar definita kom la situesi di la [[projekto (lineara algebro)|projekto]] di la punto sur la du axi, expresata kom signa disti de l'origino.
'''Karteziana koordinataro''' specigas omna [[punto (geometrio)|punto]] unike en [[plano]] per paro di
 
[[number|numerical]] '''coordinates''', which are the [[positive and negative numbers|signed]] distances from the point to two fixed [[perpendicular]] directed lines, measured in the same [[unit length|unit of length]]. Each reference line is called a ''coordinate axis'' or just ''axis'' of the system, and the point where they meet is its ''[[Origin (mathematics)|origin]]'', usually at ordered pair (0,0). The coordinates can also be defined as the positions of the [[orthogonal projection|perpendicular projections]] of the point onto the two axes, expressed as signed distances from the origin.
 
[[Kategorio:koordinataro]]