We showed the derivation of Verlinde's entropic gravity from Unruh's formula. Also, we showed its relation to Newton's second law using the first law of thermodynamics and incorporation of the displacement and entropy relations into it. We further showed that this entropic force is equal to Newton's gravitational force using the equipartition theorem and the number of degrees of freedom relations. The number of degrees of freedom with the total mass of M in emerging space forms the entropic force through Brownian motions. Even though this intuitive incorporation of degrees of freedom explains the underlying physics behind the force, it does not assign any direction to these degrees of freedom. Moreover, the entropic force relation does not incorporate the radius of the bodies and the distance between them. To implement the direction of the force produced by these degrees of freedom as well as the radius of the bodies and the distance between them, first, we show a schematic representation of a two-dimensional system filled with these degrees of freedom around two large and small bodies. The left image in Figure shows two bodies with large blue and small black colors surrounded by homogeneously distributed degrees of freedom throughout the space. It is shown that a small round black particle is being attracted by gravitational force toward a black screen represented by a black line as the diameter of the large blue body.