Description of a Model to Comprehend the Dynamics of an Observable Phenomenon in the View of Newtonian Mechanics

The purpose of this paper is to show the effectiveness of an approach to formulate and understand the dynamics of an observable phenomenon through Newtonian mechanics. The approach starts by taking a simpler analogue of the problem we need to understand, and solving both the simpler and real case simultaneously. Then, the real case is split into two independent cases. Major parts of this paper will concentrate on demonstrating that this approach is effective in comprehending the dynamics of the phenomenon. The problem considered is, in a circus, a co-worker saves a person who falls down during a rehearsal by dashing him in the horizontal direction, from a few feet above the ground. In the rest of the paper, for ease, the person who saves will be called as rescuer and the person who is being saved will be called as casualty. Analysis of this problem is based on assumptions that the collision between rescuer and casualty is an inelastic collision and after the total mass of rescuer and casualty come in contact with the ground, it remains stationary.