Matrix Calculator full steps

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Mayelana nalolu hlelo lokusebenza

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

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Ukuphepha kuqala ngokuqonda ukuthi onjiniyela baqoqa futhi babelane kanjani ngedatha yakho. Ubumfihlo bedatha nezinqubo zokuphepha zingahluka kuye ngokusebenzisa kwakho, isifunda, nobudala. Unjiniyela unikeze lolu lwazi futhi angalubuyekeza ngokuhamba kwesikhathi.
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Yini entsha

This version introduces new features such as Matrix Determinant, Echelon Form, Reduced Echelon Form, and Lower Triangular Matrix. Additionally, the app has been updated to the latest Android version. There was some bugs and issues which are resolved in this version

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