Euclidean Algorithm : GCD and
1K+
Okudawunilodiwe
Wonke umuntu
info
Mayelana nalolu hlelo lokusebenza
Lolu hlelo lokusebenza ufundisa indlela ukubala GCD wezinombolo ezimbili by Euclidean Algorithm futhi baveze GCD njengoba inhlanganisela komugqa wezinombolo ezimbili. Lolu hlelo lokusebenza kuyahluka kusuka kwezinye izinhlelo zokusebenza ngendlela elandelayo:
1. Unikeza igxathu negxathu isixazululo GCD kanye inhlanganisela komugqa.
2. Inhlanganisela komugqa kwenziwa ngendlela lelula. Vele uye ngokusebenzisa isifundo. Genearlly abafundi ukubala GCD kepha uhlangabezana nobunzima ukuyibeka njengoba inhlanganisela komugqa. Uhlelo lokusebenza ngeke definately usizo lokunqoba lokhu.
2. Isekela siningi (Izame!).
Bika noma isiphi isinambuzane ukuba univrmaths@gmail.com noma azilobe ngokuhleleka ukubuyekezwa. Linganisela App yethu uma uthanda!
1. Unikeza igxathu negxathu isixazululo GCD kanye inhlanganisela komugqa.
2. Inhlanganisela komugqa kwenziwa ngendlela lelula. Vele uye ngokusebenzisa isifundo. Genearlly abafundi ukubala GCD kepha uhlangabezana nobunzima ukuyibeka njengoba inhlanganisela komugqa. Uhlelo lokusebenza ngeke definately usizo lokunqoba lokhu.
2. Isekela siningi (Izame!).
Bika noma isiphi isinambuzane ukuba univrmaths@gmail.com noma azilobe ngokuhleleka ukubuyekezwa. Linganisela App yethu uma uthanda!
Kubuyekezwe ngo-
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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Ukusekelwa kwe-app
Mayelana nonjiniyela
Chetan Shirore
univrmaths@gmail.com
India
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