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  1. Energy and Linear Momentum
  2. Collisions and Linear Momentum
  3. Conservation of Momentum
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Kinetic Energy and Work-Energy Principle
Potential Energy, Mechanical Energy and Power
Collisions and Linear Momentum
Momentum
Momentum Example
Conservation of Momentum
Conservation of Momentum Example
Impulse
Impluse Example # 1
Impluse Example # 2
Elastic and Inelastic Collisons
Elastic Collisions in One Dimension
Elastic Collision Example # 1
Elastic Collision Example # 2
Elastic Collision Equation Derivations
Elastic Collision in Two Dimensions
Inelastic Collisions
Completely Inelastic Collision Example # 1
Completely Inelastic Collision Example # 2
Ballistic Pendulum
Inelastic Collision in Two Dimensions
Calculating Center of Mass
Center of Mass in Two Dimensions
Center of Mass and Center of Gravity
Center of Mass of Thin Rod

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Conservation of Momentum

Content Provider AK Lectures
Description The law of conservation of momentum is a much more fundamental law than Newton’s laws of motion as it works on both the macroscopic and microscopic level. It states that as long as no external forces are acting on the system of objects, the total momentum of the system will be conserved throughout its motion. Said another way, the momentum of a closed system will remain constant. From this law, it turns out that the sum of the change in momentum of two objects (considered to be our system) will always equal to zero, granted no external forces are acting on the object. This can be derived using Newton’s Second law of motion.
Language English
Access Restriction Open
Subject Keyword Classical Physics Newtonâ \u20ac™s laws conservation works law level change macroscopic way object
Content Type Video
Educational Role Teacher Student
Educational Use Self Learning Lecture Reading
Resource Type Video Lecture
Education Level Under Graduate
Subject Classical mechanics; solid mechanics
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