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Show that when potential energy can be written as V = V(x¡) and V = V(qi) then the total energy of a closed conservative system of particles remains constant. Also in this case which quantity is equal to the total energy of the system?

Show that when potential energy can be written as V = V(x¡) and V = V(qi) then the total energy of a closed conservative system of particles remains constant. Also in this case which quantity is equal to the total energy of the system?

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Show that when potential energy can be written as V = V (x¡) and V = V (qi) then the total energy of a closed conservative system of particles remains constant. Also in this case which quantity is equal to the total energy of the system?
Transcribed Image Text:Show that when potential energy can be written as V = V (x¡) and V = V (qi) then the total energy of a closed conservative system of particles remains constant. Also in this case which quantity is equal to the total energy of the system?
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