If the lagrangian of a particle moving in hamiltonian is (a)xp+v«) one dimensions is given by l = -vx) the (b)4() () +v«) (d)+x)

dear Hamiltonian is H = pq' - L see solution vwhich I hv already attached.

i attached one example, this will help you to understand how to slow these problem.. in these types of problem where you to have to find Hamiltonian from lagrangian, here first fin...

see attached file dear it's very helpful for you

option a is correct....

you have to just memorise some formula of Lagrangian formulation. like H = pq'-L and generalised coordinate and momenta.it will help u alot.

dear see attached it will help you