Mstari mnyoofu : Tofauti kati ya masahihisho

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New page: thumb|300px|Mistari minyoofu katika [[mfumo majira]] '''Mstari mnyoofu''' (pia: '''Mstari ulionyooka''') ni hoja la kijiometria. Katika tambarare mstari mn...
 
d roboti Nyongeza: als, ar, az, be, be-x-old, ckb, gd, gl, hu, km, ko, ku, la, mk, ml, nds, nl, ro, uk, uz, yi, zh-classical Badiliko: en, eo, is, pt
Mstari 11: Mstari 11:
[[Category:Jiometria]]
[[Category:Jiometria]]


[[als:Gerade]]
[[ar:خط مستقيم (رياضيات)]]
[[ast:Reuta]]
[[ast:Reuta]]
[[az:Düz xətt]]
[[be:Прамая]]
[[be-x-old:Простая]]
[[bg:Лъч]]
[[bg:Лъч]]
[[br:Eeunenn (geometriezh)]]
[[br:Eeunenn (geometriezh)]]
[[bs:Prava (geometrija)]]
[[bs:Prava (geometrija)]]
[[ca:Recta]]
[[ca:Recta]]
[[ckb:هێڵ (هەندەسە)]]
[[cs:Přímka]]
[[cs:Přímka]]
[[da:Linje]]
[[da:Linje]]
[[de:Gerade]]
[[de:Gerade]]
[[en:Line (mathematics)]]
[[en:Line (geometry)]]
[[eo:Linio]]
[[eo:Rekto]]
[[es:Recta]]
[[es:Recta]]
[[et:Sirge]]
[[et:Sirge]]
Mstari 26: Mstari 32:
[[fi:Suora]]
[[fi:Suora]]
[[fr:Droite (mathématiques)]]
[[fr:Droite (mathématiques)]]
[[gd:Loidhne]]
[[gl:Recta]]
[[he:ישר]]
[[he:ישר]]
[[hr:Pravac]]
[[hr:Pravac]]
[[ht:Dwat]]
[[ht:Dwat]]
[[hu:Egyenes]]
[[io:Lineo]]
[[io:Lineo]]
[[is:Lína (stærðfræði)]]
[[is:Lína (rúmfræði)]]
[[it:Retta]]
[[it:Retta]]
[[ja:直線]]
[[ja:直線]]
[[km:បន្ទាត់]]
[[ko:직선]]
[[ku:Dirust]]
[[la:Linea (mathematica)]]
[[lt:Tiesė]]
[[lt:Tiesė]]
[[lv:Taisne]]
[[lv:Taisne]]
[[mk:Права]]
[[ml:നേർ‌രേഖ]]
[[nds:Lien (Mathematik)]]
[[nl:Lijn (meetkunde)]]
[[no:Linje]]
[[no:Linje]]
[[pl:Prosta]]
[[pl:Prosta]]
[[pt:Recta]]
[[pt:Reta]]
[[ro:Dreaptă (matematică)]]
[[ru:Прямая]]
[[ru:Прямая]]
[[simple:Line]]
[[simple:Line]]
Mstari 47: Mstari 65:
[[th:เส้นตรง]]
[[th:เส้นตรง]]
[[tr:Doğru (matematik)]]
[[tr:Doğru (matematik)]]
[[uk:Пряма]]
[[ur:خطوط مستقیم]]
[[ur:خطوط مستقیم]]
[[uz:Chiziq (uzunlik birligi)]]
[[vi:Đường thẳng]]
[[vi:Đường thẳng]]
[[yi:שטריך]]
[[zh:直线]]
[[zh:直线]]
[[zh-classical:線]]

Pitio la 23:57, 11 Machi 2010

Mistari minyoofu katika mfumo majira

Mstari mnyoofu (pia: Mstari ulionyooka) ni hoja la kijiometria. Katika tambarare mstari mnyoofu ni njia fupi kati ya nukta mbili inayoendelea kila upande bila badiliko la mwelekeo. Hauna mwisho au mwanzo wala upana au unene.

Kwa lugha nyingine ni jumla ya nukta zote zilizopo kwenye njia hiyo.

Tena kwa lugha nyingine ni mwelekeo wa nukta inayoelekea mahali bila kubadilisha mwelekeo huu.