Mathematics with Steps

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Mayelana nalolu hlelo lokusebenza

Izibalo ziyisixazululo samahhala nesingaxhunyiwe ku-inthanethi sezinkinga zakho Zezibalo.

Bala yonke into oyidingayo - i-perimeter, indawo, ivolumu, indawo engemuva kanye nengqikithi yendawo nokunye ngokuchofoza nje.

Lolu hlelo lokusebenza lwakhelwe ikakhulukazi othisha kanye nabafundi okufaka phakathi isikole samabanga aphezulu, isekondari ephakeme, nabafundi bonjiniyela ukuze wenze izibalo zakho zibe lula futhi zisheshe.

Ihlanganisa izihloko zezibalo ezisetshenziswa kakhulu ezifana nalezi -

Indawo (imimo ye-2D):
• Umbuthano
• Isikwele
• Unxantathu
• Unxande
• I-Parallelogram
• I-Rhombus
• I-Trapezium
• Ikhayithi
• I-Ellipse
• Umkhakha
• Ipholigoni evamile
• Umngcele
• Equi Triangle
• Ring (Anulus)
• I-Quadrilateral engavamile

Ivolumu kanye nendawo engaphezulu (3D):
• Ikhibhu
• Cuboid
• Isilinda
• Ikhoni
• Imbulunga
• I-Frustum
• Amaphiramidi (Triangular, Square, Polygon)
• AmaPrism (Triangular, Polygon)
• I-Capsule
• I-Spherical Cap
• Inkabazwe
• I-Ellipsoid
• Isilinda Esingenalutho

Intshisekelo
• Intshisekelo Elula
• Inzalo Ehlanganisiwe

Ukuthuthuka kwe-Arithmatic
• ithemu ye-nth
• Isamba samagama n
• Isamba samagama n anethemu yokugcina

Ukubala
• Inhlanganisela
• Imvume

Hlanganisa iJiyomethri
• Ibanga
• Ingxenye
• Indawo kanxantathu (Izixhumanisi)

Abanye
• I-Factoral
• I-Exponent (amandla)
• I-Square Root
• Umsuka weCube
• HCF
• I-LCM
• Ama-engeli e-Trigonometrics
• Unxantathu Wesokudla (Pythagoras theorem)

Nokunye okuthakaselekayo kuzibuyekezo ezizayo...

Uma uthola noma yisiphi iphutha noma iphutha lokubala sicela ukhululeke ukusibhalela ku-kezodeveloper@gmail.com usebenzisa impendulo/isiphakamiso kuhlelo lokusebenza.
Kubuyekezwe ngo-
Mas 7, 2022

Ukuphepha kwedatha

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.
Ayikho idatha eyabiwe nezinkampani zangaphandle
Funda kabanzi mayelana nendlela onjiniyela abaveza ngayo ukwabelana
Ayikho idatha eqoqiwe
Funda kabanzi mayelana nokuthi onjiniyela bakuveza kanjani ukuqoqwa
Idatha ibetheliwe lapho ithunyelwa
Idatha ayikwazi ukusulwa

Yini entsha

Added Solving Steps.
Now you can easily see step-by-step solution of how the calculations are done at the back-end.

Ukusekelwa kwe-app

Mayelana nonjiniyela
Vepotso Kezo
kezodeveloper@gmail.com
H/NO CH/NO 149/1 Kikruma Village, Phek, Nagaland 797108 India
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