Claim: In a collision between two objects with different masses, the object with the greater mass will experience a smaller change in velocity compared to the object with the smaller mass.
Evidence: According to Newton's second law of motion, the force acting on an object is equal to the mass of that object multiplied by its acceleration (F = ma). When two objects collide, the force exerted during the impact causes a change in momentum. The momentum (defined as mass times velocity) of the system is conserved; therefore, the smaller mass will experience a greater change in velocity to conserve overall momentum.
Reasoning: This evidence supports my claim because it demonstrates that the acceleration (and thus the change in velocity) is inversely proportional to mass for a given force applied during the collision. As the mass of one object increases, its acceleration (and change in velocity) must decrease to maintain the balance of forces described by Newton's laws, resulting in the smaller mass moving away from the collision with a greater change in velocity.