Inethiwekhi yezibalo ibanzi futhi iyinkimbinkimbi futhi idinga ukuhlelwa ngokusebenzisa uhlelo lokusebenza olufana nolwethu, oluhlinzeka ngokuzivocavoca okumangalisayo kwezibalo nezifundo zezibalo ukuze kuzuze ibanga lesibili lesikole samabanga aphansi. Ungasebenzisa lolu hlelo lokusebenza oluhle kakhulu ukusiza kakhulu ekuxazululeni incwadi yezibalo, njengoba izinhlobonhlobo zemibuzo nenombolo yazo engenamkhawulo isiza ekukhiqizeni izixazululo eziningi zezibalo.
👈 Othisha abaningi bangasebenzisa lolu hlelo ukuze balungiselele isifundo sezibalo, njengoba bekhipha izivivinyo zezibalo kuso kalula nangokushesha, njengoba uhlelo lokusebenza lukhiqiza imibuzo engahleliwe, engaphindaphindi ngomklamo omuhle futhi okhangayo.
👈 Futhi kwenza uthisha wezibalo akwazi ukusisebenzisa ekilasini lakhe ekuchazeni izibalo ezihlukahlukene noma eziyinkimbinkimbi. Ngaphezu kokuxazulula incwadi yezibalo, ukuxazulula izivivinyo zezibalo, noma ukulungiselela izincwajana zezibalo zabafundi babo ebangeni lesibili.
👈 Kungenzeka futhi ukulungisa amakhasi okusebenzela ezibalo ngokusebenzisa izivivinyo zalolu hlelo lokusebenza, futhi abantu abaningi bayazibuza ukuthi i-akhawunti yenziwa kanjani.
👈 Lolu hlelo lokusebenza lukusindisa ubunzima bokufundisa ingane yakho izibalo, njengoba luyenza ihlanganise nokuzivocavoca ngendlela ejabulisayo futhi ikhiqize imibuzo engapheli ngezinombolo ezingahleliwe, idale into efana nokuhlolwa kwezibalo, kodwa ngendlela yemidlalo yezibalo.
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Uhlelo lokusebenza luqukethe izifundo eziningi ezihlanganisa amakhono ayisisekelo ukuze ingane iwazi ngezibalo zesikole sesibili sokuqala, ngaleyo ndlela⭐ Ukuqhathanisa izinombolo nokuthola uphawu olulungile (izinombolo ezingaphakathi kwama-99 nezinombolo ezingaphakathi kuka-999)
⭐ Ukwengeza izinombolo ezimbili phakathi kuka-99 noma phakathi kuka-999, ngokuzikhethela ukuthi isengezo sinensalela (iphethe) noma ayinayo insalela (ngaphandle kokuyiphatha), ngaphezu kokusekela ithuluzi lokudweba mahhala ukunikeza ingane inkululeko yokubhala esikrinini, kanye nekhono lokuyibonisa ivundlile noma iqonde phezulu.
⭐ Thola inombolo yangaphambilini nenombolo elandelayo phakathi kuka-99 noma phakathi kuka-999
⭐ Ukuhlela izinombolo ezintathu ngendlela ekhuphukayo noma eyehlayo, ngokusekelwa kwezivivinyo zokufundisa noma zokuhlola
1️⃣2️⃣3️⃣ 👈 Kunezinye izinhlelo zokusebenza eziningi ezihlinzekwa yi-FlashToons ku-Google Play Isitolo noma ngewebhusayithi yayo.
flash-toons.comKanjalo kwakheka inethiwekhi yesimanje yezibalo, ehlanganisa izinhlelo ezisebenzisanayo nemidlalo yezibalo ezikhethekile ezifundweni zezibalo, izixazululo zezibalo, izivivinyo zezibalo, ukuxazulula izivivinyo zezibalo, nokuxazulula izinkinga zezibalo.
✅ I-Educational Mathematics Network noma i-Mathematics Educational Network ehlinzekwe yi-FlashToons kuwebhusayithi yayo, i-akhawunti yayo ku-Google Play Store, kanye namakhasi ayo aku-Facebook isiza izinqubo zokufunda izibalo nezibalo, kanye nenethiwekhi yezemfundo ngezilimi zesi-Arabhu nesiNgisi. nezinye izinto ezibalulekile zemfundo.
✅ Kukhona futhi ithuba lokucacisa ububanzi bezinombolo ngokucacisa izinombolo eziphansi neziphezulu ofuna ukuzitholela zona imibuzo.
✅ Uhlelo lokusebenza futhi likuvumela ukuthi ukhethe indlela yokubonisa izinombolo, kungaba isi-Arabhu noma isiNdiya
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Uhlelo lokusebenza luphinde luxhunyaniswe nezinsiza zemfundo nezokuzijabulisa ezihlinzekwa isiteshi se-FlashToons ku-YouTube, esiqukethe amavidiyo okufundisa izibalo, njengokuxazulula imibuzo yezibalo, futhi ikakhulukazi, ukuxazulula izivivinyo zezibalo zesibili-primary, yesibili noma i-semester yokuqala, ngokusebenzisa isixhumanisi esilandelayo: Isiteshi se-YouTube se-FlashToons✅ Ukufinyelela ikhasi lezibalo zebanga lesibili ku-Facebook, elibonisa amakhulukhulu okuthunyelwe okuwusizo, ungachofoza isixhumanisi esilandelayo
Ikhasi le-SecondGrade Maths ku-Facebook✅Ukuthola inzuzo eyengeziwe, kunochungechunge lwezicelo zokufundisa izingane amagama ongazaba ku-Mathematics Forum Ungathola ulwazi ngazo kulesi sixhumanisi esilandelayo:
Ikhasi lezicelo zamagama okufundisa ku-Facebook