Laws   Newton Kepler
Law of Inertia
1st          Newton’s first law states
             that if a body is at rest or
             moving at a constant speed
             in a straight line, it will
             remain at rest or keep
             moving in a straight line at
             constant speed unless it is
             acted upon by a force. In
             fact, in classical Newtonian
             mechanics,     there    is   no
             important           distinction
             between rest and uniform
             motion in a straight line; they
             may be regarded as the same
             state of motion seen by
             different    observers,     one
             moving           at         the
             same velocity as the particle
             and the other moving at
             constant      velocity     with
             respect to the particle.
             This postulate is known as
             the law of inertia.
             Law of Acceleration F=a
2nd          Newton’s second law is
             quantitative description of the
                                               a
             changes that a force can produce
             on the motion of a body. It states
             that the time rate of change of
             the momentum of a body is equal
             in both magnitude and direction
             to the force imposed on it. The
             momentum of a body is equal to
             the product of its mass and its
             velocity.               Momentum,
             like velocity, is a vector quantity,
             having both magnitude and
             direction. A force applied to a
             body can change the magnitude
             of the momentum or its direction
             or both. Newton’s second law is
             one of the most important in all
             of physics. For a body whose
             mass m is constant, it can be
             written in the form F = ma,
             where F (force)
             and a (acceleration) are both
             vector quantities. If a body has a
             net force acting on it, it
             is accelerated in       accordance
             with the equation. Conversely, if
             a body is not accelerated, there
             is no net force acting on it.
3rd