Vidhita P posted an Question
May 21, 2022 • 19:12 pm 30 points
  • CSIR NET
  • Physical Sciences

Lagrangian of a system is l = ax bx2, then x = ct + ct + c (b) x = c,e+c x c, sin(c,t + c,) (d) x = c.e sin(c,t +c,) ioy d

Lagrangian of a system is L = ax bx2, then X = ct + ct + C (B) x = c,e+C X C, sin(c,t + c,) (D) x = c.e sin(c,t +C,) iOy D

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  • Swapnadeep goswami best-answer

    You see among three constants ,one reprsents the phase dependent upon initial condition. Here it is c3. c1 is nothing ,it is there to match the dimension of x, it can be omitted in general case . And c2 comes from the harmonic behaviour ,it is dependent upon a and b ,as I have shown. I hope now it is clear.

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    thanks

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