Nhamba Dzakaoma

Nhamba Dzakaoma Nhamba dzakaoma ipfungwa yemasvomhu inoita basa rakakosha mumapazi akasiyana esainzi, akadai sefizikisi, mainjiniya, ehupfumi, uye, zvechokwadi, masvomhu pachayo. Sekuwedzera kwenhamba chaidzo dzatinoziva muhupenyu hwezuva nezuva, nhamba dzakaoma dzinounza danho idzva rekuti tinonzwisisa sei uye tinotevedzera sei zviitiko zvakasiyana-siyana. Nhoroondo yeNhamba Dzakaoma Nhamba dzakaoma… Verenga zvakawanda

Mikana yeZviitiko Zvakasiyana-siyana Zvakazvimiririra

Mikana yeZviitiko Zvakasanganiswa Zvakazvimiririra Munyika yehuwandu nemhedzisiro, kunzwisisa mukana wechiitiko kwakakosha kune akasiyana mashandisirwo epasirese, kubva kubhizinesi kusvika kumushonga kusvika kusainzi. Imwe pfungwa inowanzo sangana nayo mumhedzisiro ndeye mukana wechiitiko chakasanganiswa. Zvisinei, zvakanyanya, tichakurukura mukana wezviitiko zvakasanganiswa zvakazvimiririra zvakazvimiririra. … Verenga zvakawanda

Mikana yeZviitiko Zvakakamurwa

Mikana yeZviitiko Zvakasanganiswa: Pfungwa uye Mashandisirwo Muminda Yakasiyana-siyana Nhanganyaya Mikana ibazi rakakosha remasvomhu uye rinowanzoshandiswa muhupenyu hwezuva nezuva. Muchinyorwa chino, tichakurukura nezve mukana wezviitiko zvakasanganiswa, izvo zvine mashandisirwo akasiyana-siyana muminda yakasiyana-siyana yakadai sehupfumi, nhamba, sainzi yemagariro evanhu, nesainzi. Mikana yezviitiko zvakasanganiswa ipfungwa… Verenga zvakawanda

Mikana yeChiitiko

Mikana Yechiitiko: Kuongorora Zvakakosha uye Mashandisirwo Acho Muhupenyu Hwezuva Nezuva Mikana yechiitiko inowanzo kufarirwa nevanhu vazhinji, kunyanya avo vanofarira masvomhu nenhamba. Mikana, kana mukana, inotsanangurwa sechiyero chemukana wekuti chiitiko chiitike. Pfungwa iyi haina kukosha chete mumasvomhu asiwo ine basa rakakosha muzvikamu zvakasiyana-siyana zvehupenyu... Verenga zvakawanda

musanganiswa

Kusanganiswa Nhanganyaya Mumasvomhu, kusanganiswa ipfungwa huru inoshandiswa kuona huwandu hwenzira dzekusarudza seti yezvinhu pasina kutarisa kurongeka kwazvo. Kusanganiswa kunowanzo shandiswa muzvikamu zvakasiyana zvesainzi, kusanganisira nhamba, mukana, uye komputa, pamwe chete muhupenyu hwezuva nezuva, senge kuronga nguva, mitambo yemakadhi, nezvimwewo. Chinyorwa chino chichakurukura… Verenga zvakawanda

Kubvumidza

Kutendeseka: Pfungwa Dzekutanga uye Mashandisirwo Kutendeseka pfungwa inokosha mumasvomhu, kunyanya mukubatanidza. Zvichitaurwa zviri nyore, kutendeseka kurongwazve kwezvinhu muchikamu. Muchinyorwa chino, tichanyatsoongorora pfungwa huru yekutendeseka, mafomura ayo ane chekuita nayo, uye mamwe mashandisirwo ayo muhupenyu hwezuva nezuva uye munzvimbo dzakasiyana dzesainzi. Pfungwa Dzekutanga… Verenga zvakawanda

Mitemo yekuzadza nzvimbo

Mitemo Yekuzadza Nzvimbo muMasvomhu Mitemo yekuzadza nzvimbo, inozivikanwawo sekuti permutations uye combinations, ipfungwa dzakakosha mu probability uye statistics. Inotibvumira kuverenga huwandu hwenzira dzakasiyana dzekuronga kana kusarudza muunganidzwa wezvinhu. Muchinyorwa chino, tichaongorora pfungwa huru, mashandisirwo, uye mienzaniso chaiyo yemitemo yekuzadza nzvimbo. … Verenga zvakawanda

Misanganiswa

Combinatorics: Sainzi Inonakidza Yekuverenga muMasvomhu Combinatorics ibazi remasvomhu rinodzidza maitiro ekuverenga, kuronga, kuronga, uye kubatanidza zvinhu zvichienderana nemitemo yakati. Combinatorics ine mashandisirwo akakura muzvikamu zvakasiyana-siyana zvakaita sesainzi yemakombiyuta, nhamba, kugadzirisa, uye kunyangwe muhupenyu hwezuva nezuva. Chinyorwa chino chichanyatsoongorora misimboti yekutanga, nzira, uye zvimwe… Verenga zvakawanda

Hukama huripo pakati peArc Length neSector Area

Hukama Huri Pakati Pehurefu HweArc neSector Area: Mumasvomhu, kunyanya mu plane geometry, kune pfungwa dzakakosha dzinosanganisira madenderedzwa. Pfungwa mbiri dzinowanzo kurukurwa ndedze arc length nenzvimbo ye sector. Kunzwisisa kwakanaka kwepfungwa idzi mbiri kunotibvumira kuverenga mativi akasiyana-siyana emadenderedzwa, kungave muzvidzidzo zvemasvomhu, mashandisirwo ehunyanzvi, kana muhupenyu hwezuva nezuva. … Verenga zvakawanda

Chikamu cheDenderedzwa

MaSector eDenderedzwa: Pfungwa, Fomura, uye Mashandisirwo Muhupenyu Hwezuva Nezuva MaSector eDenderedzwa ipfungwa yakakosha mu geometry uye inoita basa rakakosha mukushandiswa kwakasiyana-siyana kwezuva nezuva nesainzi. Izwi rekuti "sector" rinobva kuJavanese, zvichireva sector kana section. Nokudaro, sector yedenderedzwa inogona kutsanangurwa sechikamu chedenderedzwa rakaganhurirwa ne radii mbiri... Verenga zvakawanda