Vectors and Classical Mechanics (V-U)

Law of Conservation of Angular Momentum (V-U)

Introduction to energy : Kinetic energy (V-U)

Existence of Principle Axes (V-U)

Law of Conservation of Momentum for Multiple Particles (V-U)

Introduction to impulse – Derivation (V-U)

Gauss' divergence theorem as generalization of Green's theorem (V-U)

Moment of Inertia of Square Plate – Derivation (V-U)

line integral (V-U)

Problem 3 related to Curl (V-U)

Introduction to Projectile, motion of a projectile (V-U)

Moment of Inertia of the Hollow Sphere – Derivation (V-U)

Line Integral dependent on Path (V-U)

Problem 3 related to Directional Derivative (V-U)

Introduction to radial an transverse components of velocity and acceleration (V-U)

Moment of Inertia of the Thin Rod – Derivation (V-U)

Line Integral Independent of Path (V-U)

Introduction to Rectangular components of velocity and acceleration (V-U)

Problem 3 Related to Divergence (V-U)

Moment of Inertia of Triangular Lamina – Derivation (V-U)

Moment of Inertia and Angular Momentum in Tensor Notation (V-U)

Problem 4 on Line Integral (V-U)

Introduction to Rigid Bodies and Elastic Bodies (V-U)

Moment of Inertia of a Circular Disk – Derivation (V-U)

Newton's first and second laws (V-U)

Problem of Moment of Inertia (V-U)