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HESI A2 · Physics · 6 min read

Laws of Motion: Inertia, Force and Weight

In this lesson you will
  • Differentiate between mass, inertia, and weight, including how each behaves under varying gravitational conditions.
  • Apply Newton's three laws of motion to solve for net force, mass, and acceleration.
  • Analyze normal force and apparent weight in scenarios involving horizontal surfaces, inclined planes, and accelerating elevators.

Newton's First Law and the Nature of Inertia

Newton's first law of motion is also known as the law of inertia. It establishes a fundamental rule about how objects behave when left alone: an object at rest remains at rest unless acted upon by a net external force, and an object in motion continues at constant velocity unless acted upon by a net external force. In simple terms, things keep doing what they are already doing unless an unbalanced force interferes with them.

Inertia is the natural tendency of an object to resist changes in its state of motion. Mass serves as the quantitative measure of an object's inertia, meaning that objects with greater mass possess greater inertia. It is vital to recognize that inertia depends solely on mass; it does not depend on an object's velocity, speed, or the local gravity acting upon it. A heavy boulder has the same resistance to changing its motion whether it is stationary, rolling quickly, or resting in outer space.

When the net force acting on an object is zero, the object is in mechanical equilibrium. Mechanical equilibrium occurs in two distinct states. Static equilibrium occurs when an object is at rest and the net force is zero. Dynamic equilibrium occurs when an object moves at a constant speed in a straight line and the net force is zero. In both conditions, because the net force is zero, there is no change in motion.

To evaluate the forces on an item, physicists use a free-body diagram. A free-body diagram displays all the individual external forces acting on a single object. By sketching these forces, you can determine whether they balance out or leave an unbalanced net force.

Exam tip. Do not fall into the trap of thinking an object moving at high speed has more inertia than when it is stationary. Inertia depends solely on mass, never on speed or velocity.

Common mistakes

  • Thinking that action and reaction force pairs cancel each other out; they cannot cancel because they act on two entirely different objects.
  • Assuming that mass changes when an object travels to the Moon; mass is an intrinsic property that remains constant everywhere, while only weight changes.
  • Believing that an object moving at a high constant velocity possesses more inertia than when it is at rest; inertia depends solely on mass, not on velocity or speed.
  • Normal force is not always equal to weight; on an incline at angle θ above the horizontal, N = mg cos θ when no other forces have components perpendicular to the surface.

Key points

  • Newton's first law states that objects maintain constant velocity (or remain at rest) unless acted upon by a net external force; inertia is an object's resistance to motion changes and depends solely on mass.
  • Mechanical equilibrium occurs when net force equals zero, either as static equilibrium (at rest) or dynamic equilibrium (moving at constant speed in a straight line).
  • Newton's second law relates net force, mass, and acceleration via F_net = ma; acceleration is directly proportional to net force, inversely proportional to mass, and points in the direction of the net force.
  • Newton's third law establishes that all forces occur in simultaneous, equal, and opposite pairs acting on two different objects, meaning they do not cancel out for either individual object.
  • Mass is an intrinsic measure of resistance to acceleration measured in kilograms, whereas weight is the gravitational force W = mg measured in Newtons.
  • The normal force acts perpendicular to a contact surface; it equals weight on an unaccelerated horizontal surface with no other vertical forces, equals mg cos θ on an incline at angle θ above the horizontal when no other forces act perpendicular to the surface, and changes during elevator acceleration.

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Original lesson written for HESI A2 practice · updated October 31, 2026. Exam names are trademarks of their owners; tests.global is not affiliated with them.