Kinematics is fascinating because it turns everyday motion into something predictable and precise. By analysing how objects move—through displacement, velocity and acceleration—we uncover the simple mathematical patterns behind everything from falling objects to cars speeding up or slowing down.
At A-level, this topic focuses on straight-line motion, constant and changing acceleration, velocity–time and displacement–time graphs, and the SUVAT equations. Students learn how to model real motion, interpret graphs, and apply equations to predict future motion. This combination of clear theory and real-world relevance makes kinematics an engaging and foundational part of physics.
Forces and Newton’s laws are fundamental because they form the core framework that explains why objects move the way they do. While kinematics describes motion, Newton’s laws reveal the causes behind that motion, linking the behaviour of objects to the forces acting on them. These laws provide a universal set of principles—from the motion of a falling apple to the orbits of planets—that allow us to predict how systems will evolve under different conditions. They introduce key ideas such as inertia, the relationship between force and acceleration, and the symmetry of action–reaction pairs, all of which underpin the rest of mechanics. Most importantly, Newton’s laws give you a powerful, reliable method for analysing real-world problems: draw the forces, apply the laws, and the motion follows logically. This combination of simplicity, universality, and predictive power is what makes them the foundation of classical physics.
Momentum is a measure of how difficult it is to stop a moving object, combining both its mass and velocity. Formally defined as p=mvp = mvp=mv, momentum captures the idea that heavier or faster objects carry more “impact” in their motion. One of the most important principles in physics is the conservation of momentum, which states that in a closed system—where no external forces act—the total momentum remains constant. This principle explains a huge range of phenomena, from collisions between cars to the recoil of a gun, and even the behaviour of particles in high-energy physics. By analysing momentum, you gain a powerful tool for predicting the outcomes of interactions, especially when forces act for very short times and accelerations are complicated. It’s a concept that unites simplicity with deep physical insight.
Work, energy, and power are closely related ideas in physics, but each describes a different aspect of how systems change and interact:
Work is the transfer of energy that occurs when a force causes an object to move in the direction of that force. If nothing moves, no work is done—even if you apply a large force.
Energy is the capacity to do work. It comes in many forms (kinetic, potential, thermal, etc.) and can be transferred or transformed, but the total energy in a closed system is conserved.
Power is the rate at which work is done or the rate at which energy is transferred. It tells you how quickly a process happens, not just how much energy is involved.