Impendulo: ½ t2 has ubungakanani bobude kuba idimension ye-acceleration yi-L/T2 kwaye uyiphinda-phinda ngoT2 kusishiya nomlinganiselo wobude.
Apha, Uyifumana njani indawo yokufuduka phakathi kwemigama emibini?
Ngaba i-UT 1 2at 2 ichanekile ngokomlinganiselo? Njengoko LHS=RHS, ifomula ithi ichanekile ngokomlinganiselo.
Ukongeza Uyisombulula njani i-equation S UT 1 2at 2?
Ungqina njani ukuba i-S UT 1 2at 2 ichanekile ngokomlinganiselo? Jonga ukuchaneka kwe-s = UT +1/2at2
- s ngumgama ngoko ke imilinganiselo iba ngu L.
- Nd kwelinye icala sine ut+12at^2.
- njengoko i-12 iyinto engatshintshiyo iyakuba nemilinganiselo kwaye isebenzise imilinganiselo kwezinye izixa.
- ekusombululeni uya kufumana u-L kukho kwakhona i, ur LHS = RHS.
- ngoko ke inxaki iyangqinelana ngokomlinganiselo.
Ufumana njani umzekelo wokufuduka?
Uwonke umgama ohanjiweyo d = 3 m + 5 m + 6 m = 14 m. Ubungakanani bokufuduka bunokufunyanwa ngo ukujonga ukuhamba. Indlela yokwenyani ukusuka ku-A ukuya ku-B njenge-3 m emva koko ukusuka ku-B ukuya ku-D ibe yi-5 m kwaye ekugqibeleni ukusuka ku-D ukuya ku-E njenge-6 m. |S| =√92+52 = 10.29m.
Uyifumana njani indawo yokufuduka kunye nomgama kunye nexesha? Umyinge wesantya sento uphindaphindwa ngexesha elihanjwayo ukuze kufunyanwe ukufuduswa. Iti umlinganiso x = ½ (v + u) t inokwenziwa ngobuqhetseba, njengoko kubonisiwe ngezantsi, ukufumana naliphi na elinye lamaxabiso amane ukuba amanye amathathu ayaziwa.
Ukufumana njani ukufuduswa kwikhalculus? Ukufumana i-displacement (indawo yokutshintsha) ukusuka kumsebenzi wesantya, sidibanisa nje umsebenzi. Iindawo ezingakhiyo ngaphantsi kwe-x-axis ithatha ukusuka kwitotali yokufuduswa. Ukufumana umgama ohanjiweyo kufuneka sisebenzise ixabiso elipheleleyo.
Uyingqina njani i-v2 u2 2as?
Kwakhona Yintoni inxaki yesibini yentshukumo? Inxaki yesibini yesindululo inika ukufuduswa kwento phantsi kwesantya esingaguqukiyo: x = x 0 + v 0 t + 1 2 a t 2.
Yintoni i-V2U2as?
Isantya sokugqibela (v) esiphindwe kabini silingana nesantya sokuqala (u) esiphindwe kabini kunye nesantya esiphindwe kabini (a) amaxesha okufuduswa (s). v2=u2+2as. Ukusonjululwa kwe-v, isantya sokugqibela (v) silingana nengcambu yesantya sokuqala (u) ophindwe kabini kunye nesantya esiphindwe kabini (a) ukushenxiswa kwamaxesha (s).
Yintoni i-T 2pi sqrt lg? Ubunzima m buxhonywe ngocingo lobude L yipendulum elula kwaye ihamba nentshukumo elula yeharmonic yeeamplitudes ezingaphantsi kwe-15º. Ixesha le pendulum elula ngu T=2π√Lg T = 2π L g , apho uL bubude bomtya kunye no-g kukukhawulezisa ngenxa yomxhuzulane.
Uyicwangcisa njani ngokutsha i-v2 u2 2as?
Ngaba i-VU ichanekile ngokomlinganiselo?
I-dimensional formula ka u [M0LT-1]. Ifomula yobungakanani bezikrufu [M0LT-1]. … Apha imilinganiselo yekota nganye kunxulumano lomzimba olunikiweyo iyafana, kungoko kukho unxulumano lomzimba ichanekile ngokomlinganiselo.
Yintoni impendulo yokufuduswa? Ukufuduswa sisixa se-vector esibhekiselele ukuba “ikude kangakanani na indawo into“; lutshintsho lwento ngokubanzi kwindawo.
Yintoni iklasi yokufuduswa kwe-9? Ukufuduswa:–Ukufuduswa kukuhlala ichazwa njengotshintsho kwindawo yento. Ingumthamo we-vector kwaye inesalathiso kunye nobukhulu. Umzekelo: Ukuba into isuka ku-A iye ku-B, ngoko ke indawo iyatshintsha. Olu tshintsho kwindawo yento kwaziwa ngokuba yi-Displacement.
Yintoni ukufuduswa ngomzekelo?
Kuthetha ukuthini ukufuduswa? Ukuba into ishukuma ngokunxulumene nesakhelo sereferensi—umzekelo, ukuba unjingalwazi uya ngasekunene kwibhodi emhlophe, okanye umkhweli uya ngasemva kwinqwelo-moya—indawo yaloo nto iyatshintsha. Olu tshintsho kwisikhundla lubizwa ngokuba kukufuduswa.
Ukufumana njani ukufuduswa kwiKlasi ye-9? Ukufuduswa = Isikhundla sokugqibela – indawo yokuqala = utshintsho kwindawo.
Yintoni ukufuduswa kwiklasi ye-physics ye-9?
Ukufuduswa:-Ukufuduswa kuchazwa njengo utshintsho kwindawo yento. Ingumthamo we-vector kwaye inesalathiso kunye nobukhulu. Umzekelo: Ukuba into isuka ku-A iye ku-B, ngoko ke indawo iyatshintsha. Olu tshintsho kwindawo yento kwaziwa ngokuba yi-Displacement.
Yintoni ukufuduswa ngokupheleleyo kwento? Ukufuduswa sisixa se-vector esibhekiselele “kukude kangakanani na kwindawo ekuyiyo into”; yiyo into utshintsho jikelele kwindawo.
Ukufumana njani ukufuduswa kwigrafu?
Ukufuduswa kunokufunyanwa ngu ukubala indawo epheleleyo yamacandelo anomthunzi phakathi komgca kunye ne-axis yexesha. Kukho unxantathu kunye noxande - indawo yazo zombini kufuneka ibalwe kwaye yongezwe kunye ukunika ukufuduswa ngokupheleleyo.
Ukufumana njani ukufuduswa kwesuntswana? Ukushenxiswa kwesuntswana elihamba kumgca othe ngqo utshintsho kwindawo yayo. Ukuba iqhekezana liyahamba lisuka kwindawo x(t1) lisiya kwindawo x(t2), ngoko ke ukufuduswa kwalo ngu x(t2)−x(t1) ngexesha lokuphumla [t1,t2]. Ngokukodwa, indawo ye-particle kukufuduka kwayo kwimvelaphi.
Yintoni ukufuduswa ngokupheleleyo?
Ukufuduswa ngumahluko wevektha phakathi kwesiphelo kunye neendawo zokuqala zento. … Umndilili wesantya kwisithuba sexesha elithile kukufuduswa ngokupheleleyo ngelo thuba, yahlulwe ngexesha. Isantya esikhawulezileyo ngexesha elithile sisantya sento ngoku!