Girafu yebasa reExponential

Magirafu eExponential Function: Basa reexponential nderimwe remazano akakosha mumasvomhu, kunyanya algebra necalculus, nekuti rinogona kutevedzera zviitiko zvakasiyana-siyana zvinokura nekukurumidza kana kuora zvishoma nezvishoma. Tinosangana naro mukukura kwevanhu, kupararira kwemavhairasi, kufarira kwakawanda muhupfumi, kuora kwezvinhu zvine radioactive, uye kunyange maitiro ekutonhodza. Kuti unzwisise basa reexponential zvechokwadi, … Read more

Pfungwa yeFourier transform

Pfungwa yeFourier Transform Iyo Fourier Transform ndeimwe yepfungwa dzakakosha mukushandiswa kwemasvomhu, fizikisi, uye engineering. Pfungwa yayo huru iri nyore asi ine simba: zviitiko zvakawanda zvinoita sekunge zvakaoma munzvimbo yenguva (kana nzvimbo yemuchadenga) zvinogona kunzwisiswa zviri nani kana tikazviona semusanganiswa wemafungu ari nyore munzvimbo yefrequency. Nemamwe mashoko, iyo Fourier Transform… Read more

Chii chinonzi chikamu chemusiyano wechikamu?

Chii chinonzi Partial Differential Equations? Partial differential equations (PDEs) inyaya yakakosha mumasvomhu anoshandiswa, anoshandiswa zvakanyanya kutevedzera zviitiko zvakasiyana-siyana zvechisikigo uye maitiro einjiniya. Kana tichida kunzwisisa kuti tembiricha inopararira sei nepakati pechinhu, kuti mafungu anopararira sei patambo, kana kuti mvura inoyerera sei… Read more

Nzira yeTrapezoidal mukubatanidzwa

Nzira yeTrapezoidal muKubatanidza Mumasvomhu anoshandiswa, tinowanzosangana nedambudziko rekuverenga nzvimbo iri pasi pekakombama. Mupfungwa, izvi zvinogona kugadziriswa uchishandisa ma integrals chaiwo. Zvisinei, mukuita, haasi ese mabasa anobatanidzwa zviri nyore mukuongorora. Mamwe mabasa akaoma, data rinowanikwa chete muchimiro chetafura, kana kuti mamodheru haana antiderivatives... Read more

Dzidziso huru yekuverenga

Dzidziso yeBasic of Calculus Calculus inowanzonzwisiswa se "mutauro" wekutsanangura shanduko nekuunganidza. Kune rumwe rutivi, tinodzidza ma derivatives kuti tiongorore mwero wekuchinja kwebasa. Kune rumwe rutivi, tinodzidza ma integrals kuti tiverenge kuunganidza, senge nzvimbo iri pasi pe curve kana huwandu hwese hwe "continuous sum" hwehuwandu. Dzidziso yeBasic of Calculus (FTC) ibhiriji guru iro... Read more

Kushandisa karukureta yemagirafu

Kushandisa Graphing Calculator Graphing Calculator chishandiso chinobatsira zvikuru pakudzidza masvomhu, kunyanya kana uchishanda nemafunctions, equation, uye data. Kusiyana nekarukureta yenguva dzose, iyo inongoratidza mhedzisiro yekupedzisira, karukureta yegraphing inogona kuratidza mufananidzo muchimiro chegirafu, zvichibvumira vashandisi kunzwisisa hukama huripo pakati pezvinhu zviri nyore kunzwisisa. Chinyorwa chino chichakurukura… Read more

Sisitimu yekuenzanisa kwakatwasuka muzvikamu zvitatu

Sisitimu yeLinear Equations muZvikamu Zvitatu Sisitimu yeLinear equations muzvikamu zvitatu inyaya inokosha mumasvomhu, kunyanya algebra, uye inowanzoshandiswa kutevedzera nekugadzirisa matambudziko akasiyana-siyana epasirese. Kusiyana neLinear equations muzvikamu chimwe kana zviviri, sisitimu iyi inosanganisira zvikamu zvitatu, zvinowanzo ratidzwa ne \(x\), \(y\), uye \(z\). Chinangwa chikuru ndechekuwana... Read more

Chii chinonzi kuwanda kwemuchinjikwa?

Chii chinonzi Cross Multiplication? Cross multiplication inzira huru yemasvomhu inoshandiswa kugadzirisa matambudziko ane chekuita ne ratios uye ratios. Kunyange zvazvo zvinganzwika sezviri nyore, pfungwa iyi inobatsira zvikuru muhupenyu hwezuva nezuva—kubva pakuverenga mutengo wezvinhu, kuona chiyero chemamepu, kugadzirisa maresipi, kusvika pakugadzirisa matambudziko emasvomhu kuchikoro. Nyaya… Read more

Nzira yaLagrange mukuverenga

Nzira yaLagrange muCalculus Nzira yaLagrange inzira inokosha mucalculus inoshandiswa zvakanyanya kugadzirisa matambudziko ekugadzirisa, kunyanya kana basa richifanirwa kuwedzerwa kana kuderedzwa pasi pemamwe mamiriro (zvipingamupinyi). Muhupenyu chaihwo, matambudziko akadai sekuwedzera purofiti nemari shoma, kuderedza mari yekugadzira nezviwanikwa zvishoma, kana kusarudza dhizaini inoshanda zvakanyanya ne... Read more

Kunzwisisa hunhu hwekubatana

Kunzwisisa Hunhu Hwekubatana Mumasvomhu, tinowanzo sangana nemitemo yekutanga inoita seiri nyore, asi ine basa guru mukuverenga, kugadzira mafomula, uye kugadzirisa matambudziko. Mumwe mutemo wakakosha ihunhu hwekubatana. Kunyange zvazvo zita rayo richinzwika sehunyanzvi, pfungwa yayo inonyanya kukosha kumasvomhu ezuva nezuva. Hunhu uhwu hunotibatsira kunzwisisa kuti mukushanda… Read more