If air resistance is negligible what would the flight path of a shot from the moment of release to the moment immediately prior to landing look like using newtons 3rd law of motion?

Newton's third law of motion states that for every action, there is an equal and opposite reaction. In the context of a projectile in flight, this law can help us understand the flight path.

When a shot is released, it exerts a force on the projectile, pushing it forward. Simultaneously, according to Newton's third law, the projectile exerts an equal and opposite force on the shooter. This force gives a slight backward push to the shooter.

In the absence of air resistance, these two forces would be the only forces acting on the system. As a result, the horizontal motion of the projectile would remain unchanged, moving along a straight line at a constant velocity. This unaffected horizontal motion is often referred to as the "inertial path."

However, there is also the downward force due to gravity acting on the projectile. This force causes the projectile to follow a curved path called a parabola. The shape of the parabola depends on the initial angle of projection and the initial velocity of the projectile.

So, in summary, if air resistance is negligible, the flight path of a shot, using Newton's third law of motion, would be a parabolic curve due to the force of gravity, while the horizontal motion would remain uniform following an inertial path.