- #31
Sneakatone
- 318
- 0
The velocity wrt the ground is already what we need.
Find final velocities in the reference frame to the ground.
- Thread starter Sneakatone
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SUMMARY
The discussion focuses on calculating final velocities in the ground reference frame after a collision involving a bat and a ball. The initial velocities are given as 37 m/s for the ball and -35 m/s for the bat. The final velocities calculated in the bat's reference frame are -46.5 m/s for the ball and 25.4 m/s for the bat. The conversion from the bat's frame to the ground frame involves understanding the relative velocities and applying the correct formulas, specifically V + v, where V is the bat's velocity relative to the ground and v is the ball's velocity relative to the bat.
PREREQUISITES- Understanding of reference frames in physics
- Knowledge of relative velocity concepts
- Familiarity with collision formulas in mechanics
- Basic algebra for manipulating equations
- Study the principles of relative velocity in different reference frames
- Learn about conservation of momentum in collisions
- Explore the concept of center of mass in collision scenarios
- Practice problems involving multiple reference frames and velocity transformations
Students and educators in physics, particularly those focusing on mechanics and kinematics, as well as anyone interested in understanding collision dynamics and reference frame transformations.
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