masvomhu

Mapatani eNhamba muAlgebra: Kufumura Zvakavanzika Zviri Kuseri kweMapatani Munzvimbo yakakura yemasvomhu, algebra ine nzvimbo yakasiyana sebhiriji pakati pemasvomhu nenzvimbo dzakaoma dzecalculus uye kupfuura. Chimwe chezvinhu zvekutanga zvinokwezva masvomhu kudzidza mapatani enhamba. Mapatani aya ndiwo kurova kwemoyo kwe… Verenga zvakawanda

Matekiniki eKuwana Pakati peData. Pakati pedata chiyero chetsika yepakati chinokamura seti yedata kuita zvikamu zviviri zvakaenzana. Kusiyana nepakati, iyo inogona kukanganiswa neasingawanikwe, pakati pedata inopa chiratidzo chakasimba chehukuru hwepakati. Kuwana pakati pedata kwakakosha mune dzakasiyana siyana dzesainzi, mainjiniya, sainzi yemagariro evanhu, uye bhizinesi ... Verenga zvakawanda

Nzira yeKupatsanura Midzi Maitiro ekutsvaga midzi, kana kugadzirisa kukosha uko basa rakaenzana ne zero, chinhu chakakosha pakuongorora masvomhu. Pakati penzira dzakawanda dziripo dzekutsvaga midzi, Nzira yeKupatsanura Midzi inoonekwa nekuda kwekureruka kwayo, kuvimbika, uye nyore kushandisa. Iyi nzira yekuverenga inopa… Verenga zvakawanda

Musoro: Mikana Muhupenyu Hwezuva Nezuva Mukati mehupenyu hwezuva nezuva, mikana inopfuura nepakati pezvisarudzo zvedu, zviitiko, uye zvatinotarisira, kazhinji tisingazive. Kubva pakutenderera kwedhayisi mumutambo webhodhi kusvika kumatambudziko ekufanotaura mamiriro ekunze, mikana inobatanidzwa nehupenyu hwedu, ichiumba mhedzisiro nemafungiro. Chinyorwa chino chinotsvaga kujekesa … Verenga zvakawanda

Kushandisa Remainder Theorem Munyaya ye algebra, Remainder Theorem chishandiso chinoshanda zvakanaka, chinowanzo vharwa neakafanana nawo akaomarara. Asi, nyore kwayo uye hunhu hwayo hwekunzwisisa zvinoita kuti ive dombo guru mu polynomial theory. Kunzwisisa nekushandisa Remainder Theorem kunogona kushandura matambudziko akaoma ekupatsanura polynomial kuita mutambo wevana. Chinyorwa chino... Verenga zvakawanda

Maitiro Ekugadzirisa Matambudziko eMatrix Matambudziko eMatrix chinhu chakakosha mumadhigirii akasiyana-siyana emasvomhu, anosanganisira linear algebra, computer science, physics, uye engineering. Matrix inhamba dzakaita serectangular, zviratidzo, kana matauriro akarongwa mumitsara nemakoramu. Kunzwisisa maitiro ekugadzirisa matambudziko eMatrix kunogona kuwedzera hunyanzvi hwako hwekuongorora uye kupa maturusi akakosha... Verenga zvakawanda

Ehe! Pasi apa pane chinyorwa chine mazwi chiuru chine musoro unoti “Kuverenga Vhoriyamu yePrism.” — Kuverenga Vhoriyamu yePrism Kana zvasvika pa geometry, maprism ari pakati pemaumbirwo ane mativi matatu anonyanya kutaurwa nezvawo. Maumbirwo awo akajeka uye hunhu hwawo hunofungidzirwa zvinoita kuti kuverenga vhoriyamu yawo kuve hunyanzvi hwakajeka asi hunokosha mumasvomhu uye mashandisirwo akasiyana-siyana epasirese. Chinyorwa chino chichaongorora… Verenga zvakawanda

Pfungwa yeSeti muMasvomhu. Masvomhu ipfungwa dzakawanda uye dzakaoma kunzwisisa, dzese dzakarukwa kuti dzigadzire tambo yakabatana yekufunga nekunzwisisa. Pakati pepfungwa idzi, pfungwa ye "seti" inomira seimwe yepfungwa dzakakosha uye dziripo kwose kwose. Pfungwa yeseti ndiyo hwaro hwemapazi akasiyana-siyana emasvomhu, uye ... Verenga zvakawanda

Kukosha kweStatistics muData Munguva yekushanduka kwedhijitari, data rave riri mafuta matsva, richikurudzira kufambira mberi kusingaverengeki muzvikamu zvakasiyana-siyana. Kubva kuhutano nezvemari kusvika kukushambadzira nedzidzo, data ndiro musimboti wekuita sarudzo. Zvisinei, data rakagadzirwa rinowanzova rakakura, risina kurongeka, uye risina zvarinoreva. Apa ndipo panowanikwa nhamba… Verenga zvakawanda

Maitiro Ekuziva Domain neRange: Gwaro Rakazara Kunzwisisa pfungwa dzedomain nerange kwakakosha kumasvomhu, kunyanya mualgebra necalculus. Aya mazwi anoreva seti yezvinogoneka zvekupinza uye kubuda kwebasa, zvichiteerana. Kuti tinzwisise pfungwa idzi zvakanaka, ngationgororei tsananguro dzadzo, mienzaniso, uye nzira dze… Verenga zvakawanda