Maequations Emitsara Yakatwasuka muGeometry Mu geometry nemasvomhu zvakajairika, mitsara yakatwasuka ndeimwe yezvinhu zviri nyore asi zvakakosha. Pfungwa dzese dze geometrical—kubva pamakona nema plane manhamba kusvika pakushandurwa—dzine chekuita nemitsetse. Nokudaro, kunzwisisa maequations emitsara yakatwasuka kunopa hwaro hwakasimba hwekudzidza misoro yepamusoro-soro, senge masisitimu eequations dzakatwasuka, … Verenga zvakawanda
Maitiro Ekuverenga Vhoriyamu yeCube Cube ndeimwe yemaumbirwo ejometri anozivikanwa zvikuru mumasvomhu. Yakaenzana, ine mativi ese akaenzana, uye tinosangana nayo kakawanda muhupenyu hwezuva nezuva—kubva pamadhayisi kusvika kumabhokisi ezvipo akaita secube kusvika kumagadzirirwo akasiyana-siyana ekuchengetera zvinhu. Chimwe chezvinhu zvekutanga kunzwisisa pakudzidza macube maitiro ekuverenga vhoriyamu yavo. Vhoriyamu yecube inoratidza… Verenga zvakawanda
Magirafu eLogarithmic Function Mabasa eLogarithmic ipfungwa huru mumasvomhu, anoshandiswa zvakanyanya musainzi, tekinoroji, economics, uye manhamba. Imwe yenzira dzinoshanda dzekunzwisisa mabasa elogarithmic ndeyekuburikidza nemagirafu avo. Nekuongorora chimiro checurve, divi rekukura, domain, uye hunhu hwayo, tinogona kunzwisisa kuti ma logarithms anoshanda sei uye nei achiwanzoshandiswa ku… Verenga zvakawanda
Nzira iri nyore yekugadzirisa matambudziko ekuti zvinhu zvingangoitika. Kugona kuitika chinhu chinowanzo sangana nacho muchikoro nekuti chakabatana zvikuru nehupenyu hwezuva nezuva: kubva pakugona kuonekwa kwenhamba padhayi, kusvika pakudhirowa bhora rine ruvara kubva mubhokisi, kusvika pakugona kuitika kwechiitiko zvichibva padata. Zvinosuwisa kuti, vadzidzi vazhinji vanoona kuti mukana wacho "wakaoma" nekuti matambudziko acho anoita seari nyore, asi mhinduro dzacho dzinogona kunge dzisiridzo... Verenga zvakawanda
Kurongeka kweGeometry mumaGrafu Kurongeka kweGeometry ibazi remasvomhu rinosanganisa pfungwa dzejometri (maumbirwo, mitsetse, makona, uye madaro) ne algebra (equations uye mashandiro ekufananidzira). Mukuita, kurongeka kwegeometry kunotibatsira kunzwisisa nekuongorora magirafu ari muchikamu che coordinate—nekuda kwezvidzidzo, sainzi, engineering, economics, uye kunyange kuona data. Kuburikidza nehurongwa hwe coordinate, zvinhu zvejometri zvinogona kumiririrwa nenhamba, … Verenga zvakawanda
Maitiro Ekuona Maitiro Edata Muhuwandu hwedata, nzira iyi inzira imwe chete yekuyera tendency yepakati, pamwe chete nepakati nepakati. Nzira iyi inowanzoshandiswa nekuti iri nyore kunzwisisa uye inokurumidza kuverenga, kunyanya kana tichida kuwana kukosha kunowanzoitika mudata. Muhupenyu hwezuva nezuva, pfungwa yenzira inogona kushandiswa pakusarudza saizi dzezvipfeko... Verenga zvakawanda
Pfungwa Dzekutanga dzeEuclidean Geometry Euclidean geometry ibazi remasvomhu rinoongorora chimiro, saizi, nzvimbo, uye hunhu hwenzvimbo zvichibva papfungwa dzakagadzirwa naEuclid (c. 3rd century BC) mubasa rake guru, Elements. Kwemazana emakore, iyi geometry yave iri hwaro hukuru hwekunzwisisa nzvimbo ine mativi maviri (plane) uye ine mativi matatu (space) sezvatinosangana nayo muhupenyu hwezuva nezuva. … Verenga zvakawanda
Kuverenga Mupendero weParallelogram Parallelogram chifananidzo chakaenzana chinowanzoonekwa muzvidzidzo zvemasvomhu, kunyanya geometry. Chimiro chayo chinonyatsoonekwa nekuti ine mapeya maviri emativi akafanana. Kunyangwe ichiita seiri nyore, parallelogram ine pfungwa dzakakosha dzinobatsira mukuverenga kwakawanda, senge kuverenga perimeter nenzvimbo. Muhupenyu hwezuva nezuva, pfungwa yeperimeter… Verenga zvakawanda
Maumbirwo eAlgebraic muMasvomhu Maumbirwo eAlgebraic isimbi inokosha yemasvomhu emazuva ano. Anotibatsira kunzwisisa "maitiro" uye "mitemo yekutamba" iri shure kwemabasa akadai sekuwedzera, kuwanda, kuumbwa kwebasa, uye kushandurwa. Kunyange zvazvo zvichiita sezvisinganzwisisike, maumbirwo ealgebraic mutauro une simba wekutsanangura zviitiko zvakasiyana-siyana—kubva kunhamba nejometri kusvika kudzidziso yekunyora uye cryptography. Chinyorwa chino… Verenga zvakawanda
Mabhenefiti Ekushandisa Nhamba Integers Nhamba inhamba imwe yepfungwa dzakakosha mumasvomhu, dzinosanganisira nhamba dzisina kunaka, zero, uye nhamba dzakanaka. Muhupenyu hwezuva nezuva, tinowanzo sangana nenhamba dzese tisingazvizivi, semuenzaniso, pakuverenga zvinhu, kuona huwandu hwepasi muchivako, kunyora shanduko dzekupisa, kana kuverenga purofiti nekurasikirwa mubhizinesi. Nekuda kwehunhu hwavo huri nyore, asi… Verenga zvakawanda