Kugadzirisa Mafomu Epfungwa Dzakasiyana: Kuongorora Pfungwa Nematekiniki Masvomhu chikamu chakakosha muhupenyu hwezuva nezuva. Masvomhu haangoripo chete mumamiriro ekuverenga kwezuva nezuva, asiwo mune mamwe maitiro akaomarara uye asinganyatsooneki. Imwe nyaya inowanzo kurudzira kuda kuziva uye matambudziko kuvadzidzi vazhinji ndeye maitiro epfungwa dzakasarudzika, kunyanya maitiro ekunzwisisa maitiro epfungwa dzakasarudzika. Chinyorwa chino chicha… Verenga zvakawanda
Hukama Huri Pakati Pemasimba Nemidzi: Kunzwisisa Kwakakosha Mumasvomhu Masimba nemidzi ipfungwa huru mumasvomhu dzine hukama hwepedyo. Pfungwa idzi hadzingori musimboti wedzidziso dzakawanda dzakaoma dzemasvomhu uye mashandisirwo adzo chete asiwo dzinoshandiswa muzvikamu zvakasiyana-siyana zvakaita sefizikisi, mainjiniya, economics, uye sainzi yekombuta. Kunzwisisa hukama huripo pakati penhamba dzesimba ne… Verenga zvakawanda
Kuora kweExponential: Chiitiko cheMasvomhu uye Mashandisirwo Acho Ehupenyu Hwechokwadi Kuora kweExponential ipfungwa yemasvomhu inotsanangura maitiro ayo huwandu hunodzikira pamwero unoenderana nekukosha kwahwo. Muchidimbu, kuora kweexponential kudzikira kunoitika nenzira chaiyo apo kukosha kwehuwandu kudiki, kunodzikira zvishoma nezvishoma.
Kukura Kwekutsanangura: Chiitiko Nemhedzisiro Yacho Kukura kweKutsanangura izwi rinowanzoshandiswa muzvikamu zvakasiyana-siyana, kubva kubiology kusvika kuhupfumi netekinoroji. Munyaya yemasvomhu, kukura kwekuwedzera kunotsanangura mamiriro apo huwandu hunoshanduka nekukurumidza nekufamba kwenguva. Fomura yakajairika yekukura kwekuwedzera ndeye \(N(t) = N_0 \cdot e^{kt}\), apo … Verenga zvakawanda
Mabasa Ekuwedzera: Nhanganyaya, Hunhu, uye Mashandisirwo Muhupenyu Hwezuva Nezuva Nhanganyaya Mumasvomhu, tinowanzo sangana nemhando dzakasiyana dzemabasa ane hunhu hwakasiyana. Rudzi rumwe rwebasa rwakakosha ibasa rekuwedzera. Basa iri harisi chete rakakosha mualgebra necalculus, asiwo rine mashandisirwo akakura musainzi, tekinoroji, economics, uye… Verenga zvakawanda
Hunhu hweVanopa Masvomhu: Nheyo dzeMasvomhu Dzaunofanira Kunzwisisa MaExponents ipfungwa huru mumasvomhu inowanzo kuwanikwa muzvikamu zvakasiyana-siyana, zvinosanganisira fizikisi, kemesitiri, biology, economics, nezvimwe zvakawanda. Zvichitaurwa zviri nyore, exponent inoreva nhamba inoratidza kuti nhamba yekutanga inofanira kuwanziridzwa kangani yoga. Semuenzaniso, muchirevo \(2^3\), nhamba 2 ndiyo ... Verenga zvakawanda
Tsanangudzo yeMaexponents: Maexponents ipfungwa huru mumasvomhu, inowanzoshandiswa muzvikamu zvakasiyana-siyana, zvinosanganisira fizikisi, economics, uye sainzi yemakombiyuta. Pfungwa yemaexponents inokosha kwete chete kuvadzidzi muzvikoro asiwo kune nyanzvi dzinoshanda nedata, mamodheru emasvomhu, uye kuverenga kwakaoma. Chinyorwa chino chichakurukura tsananguro yemaexponents, hunhu hwavo, uye mamwe mashandisirwo… Verenga zvakawanda
MaExponents neLogarithms: Nheyo dzeMasvomhu Dzakachinja Nyika Nhanganyaya Pakati pepfungwa dzakasiyana-siyana dzemasvomhu nemashandiro, maexponents nelogarithms anoita basa rakakosha. Haasi chete mbiru dzemasvomhu chete asiwo maturusi anobatsira zvikuru muzvikamu zvakasiyana zvesainzi, zvakaita sefizikisi, kemesitiri, economics, uye kunyange sainzi yemagariro evanhu. Kudzidza maexponents ne … Verenga zvakawanda