The correct option is C
The net work done by the first object on the second is exactly the opposite of the net work done by the second on the first.
For the elastic collision, total kinetic energy is constant. If we consider both the colliding bodies as system, then net work, done on the system is zero (By work energy theorem)
K1+K2=K′1+K′2
K is kinetic energy of object before the collision and K′ is kinetic energy of object after the collision.In general masses of both the objects are different, so speed of each object becomes different after collision
K1≠K′1 and K2≠K′2
By work energy theorem,W1=K′1−K1
W2=K′2−K2
W1≠0,W2≠0
W1+W2=0
W1=−W2
i.e., the work done by the first object on the second object is exactly the opposite of the work done by the second object on the first object.
Final answer: (c)