Catching Numerals
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UKUTHOLA IZINOMBOLO - umdlalo wezibalo v1.2
ISINGENISO
I-Catching Numerals wumdlalo wezibalo oqeqesha ingqondo ukuze ixazulule ngokushesha izinkinga eziyisisekelo zezibalo kuyilapho usiza ukuthuthukiswa kwamakhono amahle emoto. Kungase futhi kuhlanganise izingcaphuno ezikhuthazayo ezivela emadodeni avelele ekupheleni komsebenzi ngamunye oxazululiwe. Ngaphandle kwalokho, ingasetshenziswa njengethuluzi lokusesha izithombe ezihlokweni ezikhethiwe futhi kamuva ngokunokwenzeka usebenzise lezo zithombe nezingcaphuno zamaphrojekthi omuntu siqu (ngencazelo yababhali bazo). Ingcaphuno ngayinye ihambisana negama lombhali nesithombe ngasinye esinesixhumanisi esiya ekhasini lombhali.
IMIYALELO YOMDLALO
Umgomo walo mdlalo uwukuthola isisombululo esilungile sezibalo ezikhethwe ngokungahleliwe nokubamba, ukuhudula bese uphonsa izinombolo eziwayo ezifanele kuphawu lombuzo ngaphakathi kwesibalo, ngaphambi kokuba leyo nombolo iwe esigcawini segeyimu. Konke lokhu kuhamba kufanele kwenziwe ngenkathi futhi uzama ukuqoqa izinhlamvu zemali ezihambisana nezinombolo eziwayo esikhwameni semali. Lezi zinhlamvu zemali zingasetshenziselwa ukulanda izingcaphuno nezithombe, nokushintsha isithombe sangemuva somdlalo. Isivinini esiwayo sezinombolo sikhuphuka kancane kancane ukusuka kuleveli 1 ukuya kuleveli 10. Emazingeni omdlalo wokungena, lawo amazinga asuka ku-1 kuye ku-5, isivinini esiwayo sezinombolo sihamba kancane ngokwanele ukufeza zonke lezi zenzo kalula noma ngomzamo omncane. Nokho, emazingeni aphezulu egeyimu, ukufeza zonke lezi zenzo ndawonye, kuba inselele kakhulu.
Kulelo nalelo zinga, izibalo zidlula ekusebenzeni kwe-arithmetic okune okuyisisekelo: ukuhlanganisa, ukususa, ukuphindaphinda nokuhlukanisa. Phakathi nokusebenza ngakunye, uphawu lombuzo ngaphakathi kwe-equation luyasuka engxenyeni yomphumela luye kuyi-operand yesibili bese ludlulela kweyokuqala.
ISIBONELO
Ake sithi sidlala umdlalo ekusebenzeni kwe-arithmetic yokuphindaphinda. Isibalo sokuqala esikhethwe ngokungahleliwe singase sibe into efana nale: 9 x 2 = ??. Isixazululo sale zibalo ngu-18. Ngakho-ke, ukuze sixazulule lo msebenzi sidinga ukubamba futhi sihudule inombolo 1 kanye nenombolo 8 kumaki wombuzo wokuqala nowesibili. Isibalo esilandelayo esikhethwe ngokungahleliwe singase sibe into efana nalena: 5 x ? = 25, futhi isisombululo kungaba ukubamba nokuhudula-uphonsa inombolo 5 kuphawu lombuzo. Enye i-equation ingase ibe into enjengale: ? x 0 = 0 noma 0 x ? = 0. Okusho ukuthi, kungase kube isibalo lapho isiphindaphinda sayo noma i-multiplicand iphindaphindwa ngoziro. Isixazululo salolu hlobo lwezibalo lwezibalo yinoma iyiphi inombolo, ngoba noma iyiphi inombolo ephindwe ngoziro inguziro. Ngakho-ke, ezimweni ezinjalo, isisombululo somsebenzi wegeyimu ukukhetha noma yiziphi izinombolo eziwayo bese uhudula-uphonsa kuphawu lombuzo ngaphakathi kwe-equation.
ISINGENISO
I-Catching Numerals wumdlalo wezibalo oqeqesha ingqondo ukuze ixazulule ngokushesha izinkinga eziyisisekelo zezibalo kuyilapho usiza ukuthuthukiswa kwamakhono amahle emoto. Kungase futhi kuhlanganise izingcaphuno ezikhuthazayo ezivela emadodeni avelele ekupheleni komsebenzi ngamunye oxazululiwe. Ngaphandle kwalokho, ingasetshenziswa njengethuluzi lokusesha izithombe ezihlokweni ezikhethiwe futhi kamuva ngokunokwenzeka usebenzise lezo zithombe nezingcaphuno zamaphrojekthi omuntu siqu (ngencazelo yababhali bazo). Ingcaphuno ngayinye ihambisana negama lombhali nesithombe ngasinye esinesixhumanisi esiya ekhasini lombhali.
IMIYALELO YOMDLALO
Umgomo walo mdlalo uwukuthola isisombululo esilungile sezibalo ezikhethwe ngokungahleliwe nokubamba, ukuhudula bese uphonsa izinombolo eziwayo ezifanele kuphawu lombuzo ngaphakathi kwesibalo, ngaphambi kokuba leyo nombolo iwe esigcawini segeyimu. Konke lokhu kuhamba kufanele kwenziwe ngenkathi futhi uzama ukuqoqa izinhlamvu zemali ezihambisana nezinombolo eziwayo esikhwameni semali. Lezi zinhlamvu zemali zingasetshenziselwa ukulanda izingcaphuno nezithombe, nokushintsha isithombe sangemuva somdlalo. Isivinini esiwayo sezinombolo sikhuphuka kancane kancane ukusuka kuleveli 1 ukuya kuleveli 10. Emazingeni omdlalo wokungena, lawo amazinga asuka ku-1 kuye ku-5, isivinini esiwayo sezinombolo sihamba kancane ngokwanele ukufeza zonke lezi zenzo kalula noma ngomzamo omncane. Nokho, emazingeni aphezulu egeyimu, ukufeza zonke lezi zenzo ndawonye, kuba inselele kakhulu.
Kulelo nalelo zinga, izibalo zidlula ekusebenzeni kwe-arithmetic okune okuyisisekelo: ukuhlanganisa, ukususa, ukuphindaphinda nokuhlukanisa. Phakathi nokusebenza ngakunye, uphawu lombuzo ngaphakathi kwe-equation luyasuka engxenyeni yomphumela luye kuyi-operand yesibili bese ludlulela kweyokuqala.
ISIBONELO
Ake sithi sidlala umdlalo ekusebenzeni kwe-arithmetic yokuphindaphinda. Isibalo sokuqala esikhethwe ngokungahleliwe singase sibe into efana nale: 9 x 2 = ??. Isixazululo sale zibalo ngu-18. Ngakho-ke, ukuze sixazulule lo msebenzi sidinga ukubamba futhi sihudule inombolo 1 kanye nenombolo 8 kumaki wombuzo wokuqala nowesibili. Isibalo esilandelayo esikhethwe ngokungahleliwe singase sibe into efana nalena: 5 x ? = 25, futhi isisombululo kungaba ukubamba nokuhudula-uphonsa inombolo 5 kuphawu lombuzo. Enye i-equation ingase ibe into enjengale: ? x 0 = 0 noma 0 x ? = 0. Okusho ukuthi, kungase kube isibalo lapho isiphindaphinda sayo noma i-multiplicand iphindaphindwa ngoziro. Isixazululo salolu hlobo lwezibalo lwezibalo yinoma iyiphi inombolo, ngoba noma iyiphi inombolo ephindwe ngoziro inguziro. Ngakho-ke, ezimweni ezinjalo, isisombululo somsebenzi wegeyimu ukukhetha noma yiziphi izinombolo eziwayo bese uhudula-uphonsa kuphawu lombuzo ngaphakathi kwe-equation.
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.
Ayikho idatha eyabiwe nezinkampani zangaphandle
Funda kabanzi mayelana nendlela onjiniyela abaveza ngayo ukwabelana
Ayikho idatha eqoqiwe
Funda kabanzi mayelana nokuthi onjiniyela bakuveza kanjani ukuqoqwa
Uzimisele ukulandela Inqubomgomo Yemindeni ye-Google Play
Yini entsha
- changed the overall look and feel of the game
- provided improvements to the three main features of the game:
1. Brain training for rapid solving of basic math problems.
2. Showing inspirational quotes from eminent men.
3. Serving as a tool for searching photos on chosen topics.
- provided translation of the game into Bosnian, Croatian, Serbian
- provided improvements to the three main features of the game:
1. Brain training for rapid solving of basic math problems.
2. Showing inspirational quotes from eminent men.
3. Serving as a tool for searching photos on chosen topics.
- provided translation of the game into Bosnian, Croatian, Serbian
Ukusekelwa kwe-app
phone
Inombolo yefoni
+38762525369
Mayelana nonjiniyela
Mirsad Hadžajlić
mirscodes@gmail.com
Bosnia & Herzegovina
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