I-Matrix Operations igcwele futhi iphelele uhlelo lokusebenza lwesixazululo sesinyathelo ngesinyathelo esikunikeza ukuphindaphinda kwesinyathelo ngesinyathelo, isinyathelo ngesinyathelo Ukwengeza kanye nesinyathelo ngesinyathelo Ukukhipha. Kuthatha 2, 3, 4…….. n omatikuletsheni abanobukhulu futhi uwaphindaphinde, wengeze futhi ukhiphe lawa Matrices futhi ikunikeze isisombululo esiphelele sezinyathelo futhi ikubonise Zonke izinyathelo Ezimaphakathi zesixazululo sika-Matrices.
Uhlelo lokusebenza lwezinyathelo ezigcwele ze-Matrix Operations luyisibali se-Matrix esixazululi esingcono kakhulu, ukuxazulula noma iyiphi inkinga yokusebenza kwe-matrix enobukhulu obungu-n lapho ungaphindaphinda khona, wengeze futhi ukhiphe ama-matrices angu-n dimensional.
Kulolu hlelo lokusebenza "lwezinyathelo ezigcwele ze-Matrices Operations" uzozwa sengathi lezi zisombululo zika-Matrices zixazululwa njengezabelo nomsebenzi wasekhaya owenziwa abafundi kumaNotebook abo.
Buka (Input Matrices Values in Calculator)
Ukubuka Kokusebenza Kwe-Matrix kulula kakhulu futhi kuqukethe izikrini ezimbili. Isikrini sokuqala esivelayo, uma isibali se-Matrix siqaliswa, ukusebenza kwe-Matrix kwakudinga ukuthi kungezwe ama-matrix amabili, aphindwe futhi asuswe. Le Misebenzi Ye-Matrix iyimisebenzi eyisisekelo kusibali sesixazululi se-Matrix. Umsebenzisi angachaza noma iyiphi inombolo yemigqa nekholomu ye-Matrix ngayinye. Uma amanani ezinombolo enikezwa into ngayinye ye-matrix okungukuthi i-aij i-matrix isilungele noma yikuphi Ukusebenza okungukuthi Ukuphindaphinda, Ukwengeza, Ukukhupha.
Isikrini esilandelayo sibonisa umphumela Wokusebenza kwe-Matrix ngakunye. Le miphumela iboniswa isinyathelo ngesinyathelo futhi isinyathelo sifana nokusetshenziswa kwabafundi ukuxazulula ku-Notebooks yabo.
Ungasebenzisa lolu hlelo lokusebenza ukulandela imisebenzi eyisisekelo kaMatrices.
1. Isinyathelo ngesinyathelo se-Matrix Ukuphindaphinda
2. Matrix isinyathelo ngesinyathelo Ukwengeza
3. Matrix isinyathelo ngesinyathelo Ukukhipha.
I-Matrix Operation_ Izinyathelo ezigcwele Ukuphindaphinda oMatric ababili:
Umsebenzi Wokuphindaphinda kwe-Matrix yisixazululo esiyinkimbinkimbi ikakhulukazi uma sihloselwe ukukhombisa zonke izinyathelo eziphakathi nendawo futhi sithatha noma iyiphi inombolo yemigqa namakholomu ka-matrices. Ukusebenza kwe-matrix phindaphinda omatikuletsheni ababili A no-B ngendlela yokuthi inani lekholomu ye-Matrix A kufanele Lilingane nenani Lemigqa Ye-Matrix B. Uma sinikezwa i-Matrix A yobukhulu n x m kanye ne-Matrix B q x r khona-ke Ukusebenza Kwe-Matrix kungaba kwenziwa kuphela uma m = q kumphumela wokusebenza kokuphindaphinda isibali se-Matrix sizonikeza umphumela ngendlela yokuthi n x r Ubukhulu.
Lesi Sibali Se-Matrix sinikeza umbono olula nokulula kakhulu ukuchaza ama-Matrices anobukhulu obuhlukahlukene futhi siphindaphinde le matrix futhi yethule izinyathelo eziphelele njengomphumela walo Msebenzi We-Matrix.
Ukusebenza kwe-Matrix: Ukwengeza Isinyathelo Esigcwele Se-Matrix
Ukwengeza Kokusebenza Kwe-Matrix Kudingeka Ubukhulu obulinganayo babo bobabili omatikuletsheni, ukwengeza oMatric ababili. Kulo msebenzi uma i-Matrix A inobukhulu obu-n x m khona-ke i-Matrix B yesi-2 kufanele futhi ibe nobukhulu buka-m x n okusho ukuthi imigqa namakholomu kufanele alingane kuwo womabili ama-Matrices Wokusebenza Okufanelekile Kokwengeza kuka-Matrices. Siphinde futhi sithole umphumela we-matrix wobukhulu m x n enezinyathelo eziphelele, njengomphumela walo msebenzi Wokungeza Matrices.
Ukusebenza kwe-Matrix: Isinyathelo Esigcwele Ukuphindaphinda
I-Matrix Operation Suction iyafana ne-Matrix Operation Addition. Kulesi sibali se-Matrix siphinde sadinga inani elilinganayo Lobukhulu Kubo Bobabili uMatrices A no-B okungukuthi womabili anobukhulu obungu-m x n.
Umphumela wokusebenza kokukhipha yi-matrix efanayo yobukhulu m x n enezinyathelo eziphelele.
Kubuyekezwe ngo-
Dis 19, 2024