Munda weMagetsi: Zviitiko uye Mashandisirwo Awo Muhupenyu Hwezuva Nezuva Munda wemagetsi ipfungwa huru mufizikisi inotsanangura kudyidzana kuripo pakati pezvikamu zvinochajwa. Pfungwa iyi haisi yakakosha chete pakunzwisisa kwedu zvakasikwa asiwo ine mashandisirwo akapararira muhunyanzvi hwemazuva ano. Chinyorwa chino chichatsanangura kuti munda wemagetsi chii, kuti unogadzirwa sei, misimboti yawo yekutanga, uye mashandisirwo awo… Verenga zvakawanda
Muenzaniso Dambudziko: Kutumidza Mativi eTriangle Yekurudyi Nhanganyaya: Triangle yekurudyi itriangle ine kona yemadhigirii makumi mapfumbamwe. Triangle iyi yakakosha zvikuru mumasvomhu nemashandisirwo ayo akasiyana-siyana, kusanganisira fizikisi, mainjiniya ehurumende, nemamwe mapazi akasiyana-siyana esainzi. Imwe yenheyo dzakakosha mukudzidza triangle dzekurudyi kunzwisisa mazita emativi ese uye... Verenga zvakawanda
Simba Remagetsi Rinobuda Nhanganyaya Magetsi chiitiko chinoonekwa chakabata vanhu uye chakavafadza kubvira kare. Chiitiko ichi chakashandura nyika nemashandisirwo aro akawanda mu tekinoroji yemazuva ano. Mufizikisi, simba remagetsi ndeimwe yemasimba makuru anokanganisa zvidimbu zvinochajwa. Chinyorwa chino chichakurukura zvakadzama simba remagetsi rinobuda, iro… Verenga zvakawanda
Matambudziko eMienzaniso yeTrigonometric Ratios: Trigonometry ibazi remasvomhu rinobata nehukama huripo pakati pehurefu nemakona mumatriangles. Trigonometric ratios inoita basa guru muzvikamu zvakasiyana-siyana zvakaita seinjiniya, fizikisi, nyeredzi, uye kunyangwe hupenyu hwezuva nezuva. Chinyorwa chino chichaongorora mienzaniso yakati wandei yematambudziko nemhinduro dzawo kuti zvikubatsire kunzwisisa pfungwa huru dzetrigonometric ratios. Trigonometric ratios… Verenga zvakawanda
Mutemo waCoulomb: Hwaro hweKudyidzana kweMagetsi Nhanganyaya Mutemo waCoulomb ipfungwa huru mufizikisi inotsanangura kudyidzana kuripo pakati pemagetsi. Wakawanikwa nesainzi wekuFrance Charles-Augustin de Coulomb muna 1785, mutemo uyu unopa hwaro hwemasvomhu hwekunzwisisa masimba ekukweva nekudzinga pakati pezvinhu zvinodyidzwa. Kunzwisisa kwakakwana Mutemo waCoulomb kwakakosha kune zvakasiyana-siyana... Verenga zvakawanda
Simba reMagetsi: Tsananguro uye Mashandisirwo Simba reMagetsi chinhu chakakosha mufizikisi chinoita basa rakakosha muhupenyu hwezuva nezuva uye tekinoroji. Chiitiko ichi chakabatana zvakanyanya nehunhu hwakakosha hwekuchaja kwemagetsi nemitemo inodzora kudyidzana pakati pezvikamu zvinochaja. Chinyorwa chino chichakurukura pfungwa huru dzesimba remagetsi, mutemo waCoulomb, uye mashandisirwo aro anoshanda… Verenga zvakawanda
Magetsi Asingachinji: Zviitiko, Misimboti, uye Mashandisirwo Muhupenyu Hwezuva Nezuva Magetsi Asingachinji chinhu chinoonekwa chinoita basa rakakosha muhupenyu hwedu hwezuva nezuva, kunyangwe isu tisingazvizivi. Muchinyorwa chino, tichakurukura kuti magetsi asingachinji chii, kuti anoumbwa sei, uye mamwe mashandisirwo awo muhupenyu hwezuva nezuva uye tekinoroji. Kunzwisisa Magetsi Asingachinji Magetsi Asingachinji… Verenga zvakawanda
Zviyero zveTrigonometric: Matambudziko eMienzaniso Akakurukurwa. Trigonometry ibazi remasvomhu rinoongorora hukama huripo pakati pemativi nemakona etriangle. Chimwe chinhu chakakosha chetrigonometry kunzwisisa zviyero zvetrigonometric, zvinosanganisira sine (sin), cosine (cos), uye tangent (tan). Chinyorwa chino chichakurukura matambudziko akati wandei ane zviyero zvetrigonometric uye tsananguro dzadzo dzakadzama kuti zvive nyore kunzwisisa pfungwa... Verenga zvakawanda
Matambudziko neHurukuro dzeTrigonometry Trigonometry ibazi remasvomhu rinoongorora hukama huripo pakati pemakona nehurefu hwemativi mumatriangles. Kunzwisisa pfungwa huru dzetrigonometry kwakakosha kune akasiyana mashandisirwo, kubva kufizikisi neinjiniya kusvika kuastronomy nejogirafi. Muchinyorwa chino, tichatsanangura mienzaniso yakati wandei yezvinetso pamwe nehurukuro dzakadzama kuti tibatsire kunzwisisa. Muenzaniso Dambudziko 1: Kuverenga Mativi eTriangle… Verenga zvakawanda
Matambudziko Emuenzaniso Uye Kukurukurirana Kwekuwedzera kweScalar neVectors Nhanganyaya Mumasvomhu nefizikisi, kuwedzera kweScalar nevectors ibasa guru uye rinoshandiswa kakawanda. Kuwedzera uku kwakakosha pakugadzira pfungwa dzakaoma mu geometry, mechanics, uye vector analysis. Chinyorwa chino chinangwa chekutsanangura pfungwa yekuwedzera kweScalar nevectors uye chinopa mienzaniso yematambudziko nehurukuro kuti zvijekeswe... Verenga zvakawanda