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This is a video lecture on NEWTON'S SECOND LAW OF MOTION (PHYSICAL APPLICATION OF DIFFERENTIAL EQUATIONS). In solving problems involving Newton's Second Law of Motion, we need to model the physical changes in terms of displacement, velocity and acceleration using a differential equation. Two examples were given in this video where its step by step solution was demonstrated with logical presentation. It is being illustrated in this video that velocity is the change in position or displacement with respect to time and acceleration is the change of velocity with respect to time. Furthermore, finding the constant of integration "C" in the differential equation that models the physical change using a boundary condition in the problem was also illustrated in this video. / @mathyourwayup-dr.roderickmisa