Motion in plane class 11, Study notes of Physics

This are the notes of class 11 chapter motion in plane which summerize the chapter properly with all defination and numerical in easy format.

Typology: Study notes

2024/2025

Available from 08/26/2025

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Jeckon vb avealory Same &tne, | im oO oT > _ (e) i) | Con- current Weckosr 4 | See | ‘Wario. Feat ton ro gq 2 - x Lae \ wen ——___| > wa | ; ! lL | A Jy ty non- concurrent TS concurrent to = page No. ==} 4 Date__s__/_& _ Co = Splainen Weck os; Plane ase Known 8 + Bq 1 - a) a i ( JA O49. t fe, ) Se tit q i ore J ) VB) NX eA Ley (V)_ IL U9nit Weckos 3 — ) = A Niedtas ho: Ling Wintt noppnitude is Caved tanith ectosi- _ wT tt toe nm er) writs ore wr) a 2__Sumbol @ , Bu? So A hy 2 SY Cormatfon of —cndh Vector. = v Sg t- Feo n SOW AAS Dor (a) > P " LE k= QON —s ae Re Al > Fs pong towards por ery) CaF . { > 5 7 Ta f By Ee = 1 ho ; * . A Ny a stant Weetoss ereatey AW Noa { bet Date y___yo h4 S38 Addiiion of yeckore - / aw / A® ; : : Be : * > “Two vectors cam _he added Jogelher Only Hf they as Que Co Planes: — 2 2 ee vis NY) Mveire 2 ky I os | Keauitent -of ae $ @ N _ al wa c cz / | uf Aaa / TBS Aa eel J E @ jot of iE Le be ha » A Vp Bee} 4 fn_A MnP, Sin 6 = mM 4 cos 6 = 2M Bo | PN IN™ = ® inal | cas Os PM te 7 I Lom = Beoso T i! ° = NM ___|_ Sin 8 Ne See | ites 4 st \# Q . > Date ___ /___ iA a oe -» | — cee ee os a7 ee ar ioe + COA 8 tos 8) ar 2. 2 a, ry p____R' = Biginte 4 24 2 cof 8 + A OB _cos 8 oe i= _8f ste oO + Senge 4+ Pu ae ense it G+ coso)i+p* 3° Q2AB cose a Res 4 ka 508 ene 8 ae | Ze =} KR = L a+ sy onpense | I : j El ! | © *) in A onm , | Stn of _= NM Sing = Bono / | on a | _ Sin ¢ = ®& Sind | x | Similarly I —— Sin® = A Sin 8 f jon = __IN™ om EE aan a= Batre || | A+ COS 8 ae Similarly , a | Te | Hon ® = 8 Sin 8 « _— B+ A cos6 5 oS Page No: [=.= |_ > o> We Vers ey spBcoseo | | =\/ 10% 420% + ZK1OK20% 4 a = \J 100 4 Ud + 200. = Vo 400 Tefce (D 2- we A es Ae tl adh lala Ni OF We are Av 2XKKH COS GO" 2 : -V ax + Be ¢'t =, Page No.[ J Pi pate AN a og i V7 ee \f Q Poa + ye Def = AL oleutetgt ace aay AF ees Vi 3x2 SE ee ees “Trick 9: ng 2 8 | — | | Gea ~ | __ Re de | —— | quatn trick Kem cos (O\ "2 O= 66 a7 Qx COS GO ms > Axx SA = x JS 7 Ka9 val —_—>—- po co TK = KU, [5 2 KA. Seg es Qe page no. [od Dates yy Ab @ sup [ van fa ee Leet R = 90 52) I Bad elween Keaul\tant $ ®. ~? Jan $ > § shies La B+A cosp ee = __20 Singo | 40+ 90 cs 60 dey: ! a be | UWO+Q0X_} ae Se Se [ee i 2 ee L | Bluene NW wwulad alm Day k; [ps ton (a5 Sg f | Jan ( nT | eclor B eee ~ Pal a aa % fi sin 8 { | 9 Acoso mM Te | te A_OMe , Tn A pm? et Sin 6 =_2™ cOs® = _O™ “ee | oP OR: tole | Sins 2M cos s OM | a, Ta j fSine = em |_ \Acoge = om. [tg tof aioe | ss | 7 £ sin 60 \ a ee a fea LOK|-132 eos 60" = Dax. = \0N = 19.32 check, rose =F ie) 2; ‘2. a £ = VE tot + 10.8) + 2x 10x10 cos a0 ~\) inn +1003 5 ~ \/ ann SON Dates /_/_VA fy aenics —t “AD aaa i a fe 10 O53) +t OX 1b%X 10.3 _cosao" L- | | bo L _ _g = Vie 0s)? wt | ( (a f pees : L | ey ° 2 L 4 | * Migqnitude of vector. awen Sa She form _— | of i,j. ' _— | _ L —_ | Fos ots 10s f ; —_ | ; ik | g = Vi ik + Goss) : L = : ee | f= 20\_ | aa ~ | Bq 77 BR 2 st 4 a? = ae ist eae Ne | AAV 24R | >Vur+tg ~ | m= vi 8 ie a we = “A iM a | 4 aa g = af + ou “ Pr | BeVeaw =Vate = V2 = 5 hes a x x (ee a: aVeagey 2 =sVurvaty 2 Vig ane = JA k| Ps stegt se uf >VeeCarake 2 Vutqqig = Vaq Combonent 6f vector fn - 3) n | | aw lat navi Ventas to of | ‘NI fl cos x A cos B QO cos ¥ y