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Funda Math Tutorials. Igama elithi math limele izibalo. Kuwumkhakha wokufunda. Igama elithi mathematics lisuselwa egameni lesiGreki elithi máthema. Incazelo yegama elithi máthema isayensi, ulwazi noma ukufunda. Kokubili izibalo nezibalo ziyizinhlobo ezimfushane zezibalo. Ngakho, igama elithi mathematics liyafana nelezibalo. Lawa magama amafushane avame ukusetshenziswa abafundi nezikole zabo ku-arithmetic, geometry, ne-algebra.

Ngokuvamile, ayikho incazelo eyamukelekile yezibalo. U-Aristotle uchaze izibalo ngokuthi, isayensi yobuningi. Incazelo eyanikezwa u-Aristotle yaqhubeka kwaze kwaba sekhulwini le-18.

Ucwaningo lwezinombolo, izimo, namaphethini kubizwa ngezibalo. Ngamanye amazwi, singachaza igama elithi izibalo ngokuthi, inkambu yokufunda esebenzisa izinombolo nezimpawu zokulinganisa, izakhiwo, ubudlelwano bamanani, namasethi.

Ngokwezazi zefilosofi zaseJalimane uCarl Friedrich Gauss, izibalo ziyiNdlovukazi Yesayensi.

Izazi zefilosofi zanamuhla azibheki izibalo njengesayensi ngoba isayensi isekelwe ekuhloleni okunobufakazi futhi ifuna ukuqonda isici esithile sezenzakalo. Ngenkathi izibalo zichaza ubudlelwano phakathi kwamanani nezinto futhi zifuna ukusebenzisa ingqondo ukuqonda. Izibalo azihlobene nanoma yiziphi izenzakalo.

Ucwaningo lwezibalo luhlanganisa lokhu okulandelayo:

Izinombolo: Ukufunda izinombolo kuhilela ukuthi singabala kanjani izinto.
Isakhiwo: Ucwaningo lwezakhiwo lubandakanya ukuthi izinto zingahlelwa kanjani. Isizinda sesakhiwo sibizwa nge-algebra.
Indawo: Ukutadisha indawo kuhilela ukuhlelwa kwezinto. Indawo engaphansi ibizwa ngokuthi i-geometry.
Ushintsho: Ucwaningo loshintsho lubandakanya indlela izinto ezishintsha ngayo. Isizinda soshintsho sibizwa ngokuthi ukuhlaziywa.

Kungani izibalo zibalulekile?
Izibalo zibaluleke kakhulu ekuphileni kwethu kwansuku zonke. Eqinisweni, isetshenziswa yonke indawo. Iwusizo ekuxazululeni izinkinga ezenzeka emhlabeni wangempela. Lesi yisizathu esenza abantu abaningi ngaphandle kongoti bezibalo bafunde futhi basebenzise izibalo. Miningi kakhulu imikhakha efana nesayensi yemvelo, ubunjiniyela, imithi, ezezimali, njll. esebenzisa izibalo.

Kunezizathu ezilandelayo ezenza izibalo zibe yithuluzi elinamandla.

Izibalo zihilelekile eduze kwethu. Ngakho-ke, kuyisiyalo esibalulekile nesinamandla emhlabeni wanamuhla. Umbono wethu ngezinkinga ezibalulekile esibhekene nazo njengabantu ngabanye, imindeni, amabhizinisi, kanye nezizwe.
Inikeza indlela ephumelelayo yokwakha isiyalo sengqondo.
Ithuthukisa ukuqina kwengqondo ekuthuthukiseni amakhono anengqondo, okuhlaziya, kanye nokuxazulula izinkinga.
Ulwazi lwezibalo ludlala indima ebalulekile ekuqondeni ezinye izifundo ezifana nefiziksi, ubuciko, umculo, njll.

Isifundo se-Discrete Mathematics
Isifundo se-Discrete Mathematics
I-Discrete Mathematics Tutorial inikeza imiqondo eyisisekelo nethuthukisiwe yezibalo ze-Discrete. Isifundo sethu Sesakhiwo Sezibalo Se-Discrete senzelwe abaqalayo kanye nezingcweti zombili.

I-Discrete mathematics igatsha lezibalo elibhekene nezinto ezingacabangela kuphela amanani ahlukene, ahlukanisiwe. Lesi sifundo sihlanganisa imiqondo eyisisekelo yamasethi, ubudlelwano kanye nemisebenzi, i-Mathematical Logic, ithiyori yeqembu, ithiyori yokubala, okungenzeka, ukwethulwa kwezibalo, kanye nobudlelwano bokuphindaphinda, i-Graph Theory, Izihlahla kanye ne-Boolean Algebra.

Okokufundisa kwe-MathML
Isifundo se-MathML sinikeza imiqondo eyisisekelo nethuthukile ye-MathML. Isifundo sethu se-MathML senzelwe abasaqalayo nezingcweti.

I-MathML iwuhlobo olufushane Lolimi Lwemakhaphu Yezibalo. Isetshenziselwa ukuchaza amanothi ezibalo.

Isifundo sethu se-MathML sihlanganisa zonke izihloko zolimi lwe-MathML njengokufakwa, isibonelo, izakhi eziyisisekelo, zonke izici, izimpawu, izisebenzisi, imibhalo engezansi, imibhalo engenhla, umbhalo waphansi, umbhalo ongenhla, ama-radicals, ama-matrices, amafrakshini, njll.