CM Taylor 16 thru 22, Study notes of Classical Mechanics

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= TH pore eS: cere ae ANT ee b) ey aes Zz 2 5>2> 7 e Le = Ale 65 er ees O % AEN ee | 2 fe ATO 6 \F+3| = A/C bt Ge) 044%) S = A) Og ty + BIH Se tS AZ (HK +% Sy PES) = | qe S427” a 2 rea Poe an ea Re ae aS yD al Di a) ~xs rx(a+V) (F x) +H xV) ( YxSs (% 32 —%e a Sy) K+ (Sx - % Se) Y 4 (%% \s7 fu; -+¥) = : Pz ay x (uy, +V-) 2) — We (Uy +V y))® + Cx (Ux+V_)— Vy (U4 Vz))“y Vx) Z % Ye t = (% (Ue+v (% (Uy eee We TAG a he ee Pe MTS, YeVy — Vy —hMn)Z (Valin eee, + (My Ix ha (Pe Hoe SVMS, JY = (%, Uz—% a Uy)K q+ Ope Ye yaa K+ ex 1 Ma) +(g) (MELE AE uy mpd (y-Go _ dr) px Se Gens = (7xit) + (7 xv) b) £(P*3)= fi 32 BSA | (BS, GS2)9 + (1H Sy — Syd “(dey —$lasy)R + (Le) HOD) r £O-#5% Zz a haat ee aaa (GEs.+%2 GF — Vieng fe ve i Ce \ sy 4 t(6-A) * (ok) < 2) pate ae cone) las = 4) axc- axa Ax +A c—-A +¢exk)\ = 5 ]Bxc+Ax8