Preparing for Physics Final: Solving Homework Equations

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SUMMARY

The discussion focuses on solving physics homework equations related to momentum and angular momentum in preparation for a final exam. The key equations presented are the final velocity of a ball after a collision, expressed as vfball=(v0(mball-mplank)+2mplankv0,plank)/(mball+mplank), and the momentum conservation equation, mballv0=(mball+mplank)vf. Participants confirm that angular momentum and rotational kinetic energy are relevant to the problem, emphasizing the importance of applying conservation laws to derive solutions.

PREREQUISITES
  • Understanding of momentum conservation principles
  • Familiarity with angular momentum concepts
  • Knowledge of rotational kinetic energy equations
  • Basic algebra skills for manipulating equations
NEXT STEPS
  • Review conservation of momentum in collisions
  • Study angular momentum and its applications in physics
  • Explore rotational kinetic energy and its formulas
  • Practice solving physics problems involving multiple objects
USEFUL FOR

Students preparing for physics exams, particularly those focusing on mechanics, momentum, and angular momentum concepts.

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Homework Statement


Currently studying for a physics final on Wednesday 12/12/12
The problem can be found here

Homework Equations


Not very sure.

vfball=(v0(mball-mplank)+2mplankv0,plank)/(mball+mplank)
mballv0=(mball+mplank)vf

The Attempt at a Solution


I have no idea how to do a. I've tried
vfball=(v0(mball-mplank)+2mplankv0,plank)/(mball+mplank)
But it just comes to 0.

b.
I've thought about it and the only possible way to get the answer given that I can think of is this:
mballv0=(mball+mplank)vf
mv0=2mvf
vf=v0/2

Does this involve angular momentum as well? Or inertia? Any help would be gratefully appreciated!
 
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Yes, angular momentum is involved, as is rotational KE. So, start by writing all the conservation equations.
 

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