Physics students face the double challenge of grasping both complex concepts and their mathematical descriptions, and students need to be able to understand and confidently manipulate these mathematical representations. Solving conceptual and mathematical problems is an established method in physics teaching, it reinforces theory and improves the ability to apply broad physical principles and equations to specific situations.

Rotational mechanics is a challenging area in mechanics because the knowledge of many concepts is required to solve a single problem. Rotational motion is also extremely important in mechanical devices. In every case, the rotation of an extended, rigid body can be mathematically described as a collection of circular motions by the particles making up the body relative to the axis of rotation. Two very important quantities for dealing with such collections of particles in rotation are the dynamics of rolling, rotational kinetic energy, and the angular momentum.

Covering a wide range of topics and including more than 400 problems and solutions, this book is an ideal resource for aspiring students looking to master the concepts of rotational mechanics, as well as lecturers looking to extend their class content.