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Rotation is where linear motion ideas are reborn in a deeper, more powerful form. This chapter completes classical mechanics by showing how objects rotate, roll, and conserve angular momentum. Chapter 9: Rotational Motion develops the full physics of rotation using clear analogies with linear motion. This chapter is conceptually rich and extremely important for advanced mechanics, competitive exams, and real-world physical understanding. In this video, you will learn angular displacement, angular velocity, and angular acceleration, and how they relate to their linear counterparts. The chapter explains torque as the rotational effect of force and develops conditions for rotational equilibrium, helping you analyze systems that don’t rotate despite forces acting on them. You’ll study moment of inertia as the rotational analogue of mass, with clear intuition for basic shapes like rods, rings, discs, and cylinders. The parallel axis and perpendicular axis theorems are explained logically so you understand when and how to use them, instead of memorizing formulas. The chapter covers rotational kinetic energy and shows how energy is shared between translation and rotation. Rolling without slipping is explained in depth, helping you understand why rolling objects behave differently from sliding ones on inclines. Finally, angular momentum and its conservation are developed, showing why spinning objects remain stable, why skaters spin faster when pulling in their arms, and why conservation laws dominate rotational motion problems. This lesson is ideal for high school and undergraduate students, engineering and medical aspirants, and anyone preparing for board exams, JEE, NEET, Olympiads, or university-level physics. Mastery of this chapter brings together kinematics, forces, energy, and momentum into one unified framework. ⏱️ Use the timestamps in the description to jump directly to torque, moment of inertia, rolling motion, or angular momentum for quick revision. 👉 Subscribe to the channel to complete your mechanics foundation with confidence and clarity. 💬 Comment below: Which topic feels toughest — moment of inertia or angular momentum? #Physics #RotationalMotion #AngularVelocity #AngularAcceleration #Torque #RotationalEquilibrium #MomentOfInertia #ParallelAxisTheorem #PerpendicularAxisTheorem #RotationalKineticEnergy #RollingWithoutSlipping #AngularMomentum #ConservationOfAngularMomentum #ClassicalMechanics #PhysicsFundamentals #JEEPhysics #NEETPhysics #BoardExams #UniversityPhysics