This comprehensive course covers impulse, momentum and conservation of linear momentum.
The course combines lectures that summarize the important concepts and tutorials that will guide you and help you develop a problem solving strategy. You'll learn how to apply conservation of momentum principles to study collisions.
Topics include in this class are:
1) Linear Momentum and Newton's 2nd Law
2) Calculating Impulse and Average Forces
3) Conservation of Linear Momentum
4) Kinetic Energy of a System
5) Collisions in 1-Dimension
6) Collisions in 2-Dimensions
This comprehensive course covers impulse, momentum and conservation of linear momentum.
The course combines lectures that summarize the important concepts and tutorials that will guide you and help you develop a problem solving strategy. You'll learn how to apply conservation of momentum principles to study collisions.
Topics include in this class are:
1) Linear Momentum and Newton's 2nd Law
2) Calculating Impulse and Average Forces
3) Conservation of Linear Momentum
4) Kinetic Energy of a System
5) Collisions in 1-Dimension
6) Collisions in 2-Dimensions
7) Rocket Propulsion: Thrust Force and Speed
There are over 40 fully solved problems ranging in difficulty. I've mixed in many conceptual problems as well as algebraic problems to help you practice applying energy principles to solve problems.
If at any point you don't understand something in my videos please feel free to reach out. I'm always willing to help someone learn. Physics Ninja always has your back.
Happy Learning
Dr. E.,
Physics Ninja and Expert Physics and Math Teacher.
In this video we apply the previous equations to a collision between a tennis ball and a basketball. We assume that the collision is perfectly elastic and that the mass of the basketball is much greater than the tennis ball.
The conceptual and short problems are located in the pdf attachment of this video. Try the problems on your own then watch the video solutions. Good luck!
This is a problem often found in momentum chapters of physics textbooks. I consider a projectile that explodes once it reaching the maximum height. I consider the case where the initial projectile has a mass 2m and it explodes into 2 fragments, each of mass m. One of the fragments stops and falls immediately below the explosion point. The other segment travels farther. This problem can be solved using projectile motion or position of the center of mass. Both approaches are presented.
In this problem i review the ballistic pendulum. I use conservation of momentum to find the velocity of the Block and bullet system immediately after the collision. I also use convervation of energy after the collision to relate the maximum height of the block+bullet to the initial kinetic energy of the bullet. This is a standard problem found in most physics textbooks.
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