Kinematics
The study of describing motion without considering the forces that cause it.
MIT workbook: pages 9-17
AP Physics C self-study roadmap
Free AP Physics C Mechanics lessons covering kinematics, Newton's laws, work and energy, momentum, rotational motion, satellite motion, and periodic motion. Follow the interactive roadmap to master each topic.
For self-study, complete this Mechanics roadmap before Electricity & Magnetism. It gives you the standard AP Physics C sequence from motion and force analysis through energy, momentum, rotation, gravitation, and simple harmonic motion.
The study of describing motion without considering the forces that cause it.
MIT workbook: pages 9-17
The three fundamental laws that describe the relationship between forces acting on a body and its motion.
MIT workbook: pages 23-47
The study of energy transfer, storage, and transformation in mechanical systems.
MIT workbook: pages 63-85
The study of momentum conservation and collision dynamics in mechanical systems.
MIT workbook: pages 101-121
The study of objects rotating about an axis, including torque, angular momentum, and rotational dynamics.
MIT workbook: pages 131-163
The study of gravitational forces and orbital mechanics for satellites and planetary motion.
MIT workbook: pages 181-195
The study of oscillatory motion including simple harmonic motion, springs, and pendulums.
MIT workbook: pages 205-219
The study of exponential processes in physics, particularly air resistance effects on falling objects.
no practice problems
These direct lesson links give students, search engines, and AI answer systems a clear path to the learning material behind the interactive roadmap.
Fundamental concepts of motion description including vectors, displacement, velocity, and acceleration.
Mathematical derivations of kinematic equations using graphical and calculus-based approaches.
The motion of objects launched into the air under the influence of gravity alone.
Fundamental concepts of motion description including vectors, displacement, velocity, and acceleration.
Understanding how velocities appear different from different reference frames.
Fundamental application of Newton's three laws to analyze forces and motion.
Analysis of systems with multiple connected objects and pulley systems.
Application of Newton's laws to objects in accelerating reference frames like elevators.
Analysis of objects moving in circular paths, including banked curves and friction considerations.
Mathematical foundation of vector dot products and basic work concepts.
Calculation of work done by both constant and varying forces.
The rate of energy transfer and the efficiency of mechanical systems.
Understanding path-independent forces and their relationship to potential energy.
Conservation of momentum in collision processes and momentum fundamentals.
Advanced collision analysis including two-dimensional collisions and ballistic pendulum systems.
Conditions for rotational and translational equilibrium in static systems.
Energy associated with rotational motion and its applications.
Application of Newton's second law to rotational motion and torque analysis.
Description of rotational motion using angular displacement, velocity, and acceleration.
Conservation of angular momentum and its applications in rotational systems.
Mathematical description of torque using vector cross products.
Resistance to rotational motion and methods for calculating moment of inertia.
Newton's law of universal gravitation and gravitational potential energy.
Gravitational field concepts and analysis of circular orbital motion.
The three fundamental laws governing planetary and satellite motion.
Analysis of non-circular orbits using energy and angular momentum conservation.
Minimum speed needed to escape gravitational influence and multi-body orbital systems.
Mathematical description of simple harmonic motion and its graphical representation.
Forces causing harmonic motion and energy transformations in oscillating systems.
Analysis of spring-mass systems including equivalent spring constants and complex configurations.
Oscillatory motion of pendulum systems and their period calculations.
Analysis of motion when air resistance creates velocity-dependent forces.