Calculating Impulse and Force: Physics Homework Help

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SUMMARY

The discussion focuses on calculating impulse and average force exerted by a baseball on a catcher. The impulse delivered by a 145g baseball traveling at 34.0 m/s is calculated as -4.93 kg m/s, indicating the direction of the force is opposite to the ball's velocity. The average force exerted on the catcher is determined using the formula F = I / t, resulting in 214 N over a contact time of 23.0 ms. The calculations confirm that the impulse and force are correctly derived, emphasizing the relationship between momentum and force.

PREREQUISITES
  • Understanding of impulse and momentum concepts in physics
  • Familiarity with the formula for impulse (I = F x t)
  • Basic knowledge of Newton's second law of motion
  • Ability to convert units (grams to kilograms, milliseconds to seconds)
NEXT STEPS
  • Study the relationship between impulse and momentum in greater detail
  • Explore examples of impulse calculations in different sports contexts
  • Learn about the effects of varying contact times on average force
  • Investigate real-world applications of force and impulse in engineering
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Students studying physics, educators teaching mechanics, and anyone interested in the practical applications of impulse and force calculations in sports and engineering.

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A catcher catches a 145g baseball traveling horizontally at 34.0 m/s

1. How large an impulse does the ball give to the catcher?
2. If it takes the ball 23.0ms to stop once it is in contact with the catcher's glove, what average force did the ball exert on the catcher?


is this right...

1. .145 kg x 34.0 m/s = –4.93 kg m/s (the minus sign indicates the force acts in the opposite direction of the baseball's velocity).

2. The impulse I = F x t and F = I / t = –4.93 kg m/s / 0.0230 s = 214 kg m/s^2 = 214 N
 
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Aren't 1) and 2) asking about what the ball delivers? Won't the force of the ball delivers be positive if V is in the positive direction?
 
Momentum is mass x velocity, while the force = rate of change of momentum; i.e. d(mv)/dt.
 

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