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1. The Lagrange’s equation of motion is a differential equation of [ ]


2. If all forces in a system are derived from a generalized potential then it is called a


3. About the principal axes the number of non – zero elements of inertia tensor will be


4. Lagrangian formalism transformation to Hamiltonian formalism meant [ ]


5. The action integral of a physical system for the actual path is [ ]


6. If ∂L/∂q = 0, where L is the Lagrangian for a conservative system without constraints and q is a generalized coordinate, then the generalized momentum is [ ]


7. For a free particle the principle of least action is

D) None


8. The correct relations for Poisson brackets are : [ ]