A particle o frnass m' moves in horizontal plane along the curve s= a0 as shown in figure, where o is angle made by tangent to the curve with x-axis ands is the distance coverved along the curve. Lagrangian of particle is : 41. y (b) m sin² nn (0) –ma² cos² né² (d) mu² sin² o6² 42. In previous question if equation of path of the particle be s= 4a sino then its lagrangian is: (a) 4ma²ô² (1+ cos 20) (b) 4ma²o* (1-cos 20) (e) 2ma-o* (1+ cos 20) (d) 8ma 0 cos e

A particle o frnass m' moves in horizontal plane along the curve s= a0 as shown in figure, where o is angle made by tangent to the curve with x-axis ands is the distance coverved along the curve. Lagrangian of particle is : 41. y (b) m sin² nn (0) –ma² cos² né² (d) mu² sin² o6² 42. In previous question if equation of path of the particle be s= 4a sino then its lagrangian is: (a) 4ma²ô² (1+ cos 20) (b) 4ma²o* (1-cos 20) (e) 2ma-o* (1+ cos 20) (d) 8ma 0 cos e

Classical Dynamics of Particles and Systems

5th Edition

ISBN:9780534408961

Author:Stephen T. Thornton, Jerry B. Marion

Publisher:Stephen T. Thornton, Jerry B. Marion

Chapter4: Nonlinear Oscillations And Chaos

Section: Chapter Questions

Problem 4.21P

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