Izinkinga Zezibonelo Zokuxoxa Ngezigaba Ze-Elliptical Conic Isingeniso Izibalo ziyisayensi eyisisekelo edlala indima ebalulekile ezicini ezahlukene zokuphila komuntu. Isihloko esisodwa esiyinselele kakhulu kwizibalo yi-geometry, ikakhulukazi izingxenye ze-conic. Kulesi sihloko, sizoxoxa ngohlobo olulodwa lwesigaba se-conic: i-ellipse. Lesi sihloko sizo… Funda kabanzi
Imibuzo Yesibonelo Exoxa Ngezingxenye Ze-Conic Eziyi-Parabolic Ingxenye ye-conic yingxenye yobuso be-cone enqunywe yindiza. Izimo ze-geometri zezingxenye ze-conic zifaka phakathi imibuthano, ama-ellipses, ama-parabola, nama-hyperbola. Kulesi sihloko, sizogxila ku-parabola, enye yezinhlobo ezivame kakhulu zezingxenye ze-conic ezitholakala emikhakheni ehlukahlukene yesayensi, ikakhulukazi izibalo... Funda kabanzi
Inkinga Yesibonelo Ukuxoxa Ngesikhundla Sezindilinga Ezimbili Isingeniso Izindilinga zingenye yezimo eziyisisekelo ku-geometry esivame ukuhlangana nazo ezinkingeni ezahlukene zezibalo. Ukufunda isikhundla sezindilinga ezimbili kuyisihloko esibalulekile ngenxa yezindlela eziningi zokusebenzisa ekuphileni kwansuku zonke. Ezibalweni, isikhundla sezindilinga ezimbili singahlaziywa ngokubheka izikhundla zazo ezihambisanayo ngokusekelwe ebangeni eliphakathi kwazo... Funda kabanzi
Izinkinga Zezibonelo Ukuxoxa Ngesibalo Somugqa Oqondile Oya Endingilizini Isingeniso Isibalo somugqa oqondile oya endingilizini siyisihloko esibalulekile ku-geometry yokuhlaziya. Ukuqonda ukuthi ungasinquma kanjani isibalo somugqa oqondile oya endingilizini kungasiza ekuxazululeni izinhlobo ezahlukene zezinkinga zezibalo ezingeni eliphakathi kuya kwelithuthukile. Lesi sihloko sizoxoxa ngezinkinga ezahlukahlukene zezibonelo nezindlela zokunquma isibalo... Funda kabanzi
Izinkinga Zezibonelo Ukuxoxa Ngesikhundla Somugqa Ngokuphathelene Nendilinga. Ku-geometry, isikhundla somugqa maqondana nendilinga ngumqondo oyisisekelo ovame ukuxoxwa ngawo emazingeni ahlukahlukene emfundo. Umugqa ungathatha izikhundla eziningana maqondana nendilinga: njenge-secant, tangent, noma yangaphandle. Ukuqonda lo mqondo akubalulekile nje kuphela ekuxazululeni izinkinga zezibalo kodwa futhi kuthuthukisa ukuqonda kwethu… Funda kabanzi
Izinkinga Zezibonelo Ukuxoxa Ngesikhundla Sephuzu Ngokuphathelene Nendilinga Ukunquma isikhundla sephuzu ngokuphathelene nendilinga kuyisihloko esibalulekile ku-geometry eyisisekelo, ikakhulukazi ekufundeni imibuthano. Kulesi sihloko, sizoxoxa ngezinkinga eziningana zezibonelo ezihilela indawo yephuzu ngokuphathelene nendilinga, ziphelele ngezincazelo. Lokhu kuzosiza ekucaciseni umqondo ngokusebenzisa ukusetshenziswa okungokoqobo. Isingeniso… Funda kabanzi
Izinkinga Zezibonelo Ezixoxa Nge-Equation Yendilinga. I-equation yendilinga iyisihloko esibalulekile ku-analytical geometry. Ukuqonda kahle i-equation yendilinga kuyasiza kakhulu, hhayi kuphela kwizibalo kodwa futhi nasezinhlelweni ezahlukene zobunjiniyela nezesayensi. Kulesi sihloko, sizoxoxa ngezinkinga eziningana zezibonelo nge-equation yendilinga kanye nezinyathelo zokuzixazulula. Umgomo ukunikeza umbono jikelele… Funda kabanzi
Izinkinga Zezibonelo Ezixoxa Ngencazelo Yendilinga. Indilinga ingenye yezimo eziyisisekelo zejiyometri esivame ukuhlangana nazo empilweni yansuku zonke. Kuzibalo, imibuthano inezincazelo nezici ezihlukile. Lesi sihloko sizohlola incazelo yendilinga ngokujulile, izakhi zayo ezihlobene, futhi sinikeze izibonelo eziningana zezinkinga kanye nezincazelo zazo ukuze sijulise ukuqonda kwethu imibuthano. Incazelo Yendilinga Indilinga… Funda kabanzi
Izinkinga Zezibonelo Ukuxoxa Ngemibuthano Nezingqimba Imibuthano iyisihloko esibalulekile ku-matrix geometry, lapho kubonakaliswa khona imiqondo ehlukahlukene ejulile mayelana nebanga, ama-engeli, kanye nezimo. Umqondo owodwa ovame ukuxoxwa ngawo kulesi sihloko umugqa we-tangent oya embuthanweni. Kulesi sihloko, sizoxoxa ngezinkinga eziningana zezibonelo mayelana nemibuthano ne-tangent... Funda kabanzi
Izinkinga Zejiyomethri Yokuhlaziya: Isingeniso Ijiyomethri yokuhlaziya iyigatsha lezibalo elihlanganisa i-algebra nejiyomethri ukuxazulula izinkinga ezihilela isikhala nesimo. Iyithuluzi elinamandla elisivumela ukuthi sihlaziye izinkinga zejiyomethri sisebenzisa ama-equation nama-coordinates. Lesi sihloko sizoxoxa ngezibonelo eziningana zezinkinga zendawo yejiyomethri yokuhlaziya futhi sixoxe ngazo ngokuningiliziwe ukuze… Funda kabanzi