Given:
The mass of one object is m1 = 16 kg
The initial speed of the object is

The mass of another object is m2 = 9 kg.
The speed of the object will be zero as it is at rest.
To calculate the kinetic energy lost.
Step-by-step explanation:
The collision is inelastic.
According to the conservation of momentum, the speed after the collision can be calculated as

The loss in kinetic energy during a collision can be calculated as

Thus, the correct choice is E