Kushandisa Fomura yaBhaskara Fomura yaBhaskara ndeimwe yenzira dzinozivikanwa zvikuru mumasvomhu dzekugadzirisa maequation equadratic. Vadzidzi vazhinji vanoiziva se "quadratic formula," iyo inogona kushandiswa zvakananga kuwana midzi ye equation yefomu \(ax^2 + bx + c = 0\). Kunyange zvazvo zvingaita sefomura iri nyore yekurangarira, kushandisa fomura yaBhaskara kwakakosha zvikuru nekuti inopa... Read more
Kushandiswa kweMiganhu muMasvomhu Miganhu ndeimwe yepfungwa dzakakosha mu masvomhu, kunyanya mukuverenga. Kunyange zvazvo kazhinji ichionekwa seyakaoma pakutanga, miganhu chaizvoizvo i "bhiriji" rinobatanidza pfungwa yekufungidzira kukosha kune maitiro akaomarara ekuverenga akadai semaderivatives, kubatanidzwa, uye kuongorora maitiro emabasa. Pasina miganhu, pfungwa dzakawanda dzakakosha mu masvomhu emazuva ano… Read more
MaCubes muAlgebra Mualgebra, macubes ipfungwa inokosha inowanzoonekwa mumisoro yakasiyana-siyana, kubva pakushanda kwealgebra, kuwedzera, kufactoring, kusvika pakugadzirisa maequation. Macubes ane chekuita nenhamba kana mavariables akawedzerwa neaya katatu. Semuenzaniso, 2^3 = 2 times 2 times 2 … Read more
Mashandisirwo eProbability muHupenyu Probability, kana kuti mukana, ibazi remasvomhu rinoongorora mukana wekuti chiitiko chiitike. Muhupenyu hwezuva nezuva, tinowanzo sangana nemamiriro ezvinhu azere nekusava nechokwadi: kana mvura ichanaya mangwana, kana mari yekudyara ichange ichibatsira, kana tichisvika nenguva, kana kuti mushonga uchashanda here kumurwere akati. Apa ndipo panopinda mukana—unotibatsira kunzwisisa njodzi, kuita… Read more
Mashandisirwo eCalculus muMechanical Engineering Calculus ibazi rakakosha remasvomhu muinjiniya, kusanganisira mechanical engineering. Zvinenge zviitiko zvese zvinodzidzwa mu mechanical engineering—kubva pakufamba uye simba kusvika pakufambisa kupisa uye kuyerera kwemvura kusvika pakudengenyeka—zvinosanganisira shanduko inoramba ichiitika. Nekuti calculus inotarisa pane pfungwa dzekuchinja (kusiyana) uye kuunganidza (kwakabatana), ndiwo mutauro mukuru... Read more
Kuchinja kweLaplace muEquations Kuchinja kweLaplace chishandiso chakakosha chemasvomhu chekuongorora nekugadzirisa mhando dzakasiyana dzeequations, kunyanya differential equations. Iyi nzira inoshandiswa zvakanyanya muinjiniya, fizikisi, masisitimu ekudzora, maseketi emagetsi, uye system dynamics modeling nekuti inogona kushandura matambudziko akaomarara munharaunda yenguva kuita ari nyore mu… Read more
Hyperbola Equation muGeometry: Hyperbola ndeimwe yemakove akakosha mu analytical geometry, pamwe chete nedenderedzwa, ellipse, uye parabola. Kove iyi inowanzoonekwa mumasvomhu akachena uye mashandisirwo, akadai sekufamba, astronomy, uye physics. Kuti tinzwisise hyperbola nemazvo, tinofanira kunzwisisa tsananguro yayo ye geometri, chimiro chakajairika che equation yayo, zvinhu zvayo zvinoumba, uye kuti equation ye hyperbola inogona sei... Read more
Sisitimu yeBinary Number Sisitimu yeBinary number ndeimwe yepfungwa dzakakosha mumakombiyuta emazuva ano. Anenge ese madhijitari atinoshandisa zuva nezuva—kubva kunharembozha nemakomputa kusvika kumaATM neInternet of Things devices—anogadzira data muchimiro chebinary. Kunyangwe sisitimu yedesimali (base 10) inonzwa seyakajairika kuvanhu nekuti tajaira kuverenga... Read more
Nzira Dzekudzokorora Dzekuwana Midzi Mumasvomhu anoshandiswa, fizikisi, mainjiniya, uye sainzi yemakombiyuta, dambudziko re "root finding" rinowanzoitika. Pano mudzi ndiwo kukosha kwe \(x\) kunoita kuti basa rive zero, ndiko kuti, mhinduro ye equation: \[ f(x)=0 \] Haasi ese ma equation ane mhinduro dzinogona kuratidzwa mumafomura akaita se… Read more
Maitiro Ekuverenga Nzvimbo yeRhombus Rhombus chifananidzo chatinowanzo sangana nacho muzvidzidzo zvemasvomhu, kunyanya mu geometry. Chine chimiro chakasiyana: sedhaimani kana dhaimani, ine mativi mana akaenzana pakureba. Kunyangwe ichitaridzika seyakareruka, kune nzira dzinoverengeka dzekuverenga nzvimbo yerhombus, zvichienderana neruzivo rwatinarwo—diagonals dzayo, kureba kwemativi, uye... Read more
