Deceleration and Change of Direction

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SUMMARY

The discussion focuses on calculating the acceleration of a baseball that changes direction after being struck by a bat. The initial velocity is -20 m/s, and the final velocity is 30 m/s, resulting in an acceleration of 5000 m/s² when the impact duration is 0.010 s. The importance of defining a coordinate system for clarity in vector analysis is emphasized, as well as the avoidance of the term "deceleration" in favor of a more precise vector approach. This ensures accurate communication of changes in velocity.

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  • Familiarity with vector analysis and coordinate systems
  • Knowledge of acceleration calculations and units (m/s²)
  • Ability to interpret and manipulate equations of motion
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  • Study vector representation in physics to enhance understanding of direction and magnitude
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joel amos
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A question from my textbook states:
A baseball moving at 20 m/s is struck by a bat and moves in the opposite direction at 30 m/s. if the impact lasted for 0.010 s, what was the baseball's acceleration?

Would the answer be -5,000 m/s^2?
 
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Yep, that works. However, since the coordinate system wasn't defined for you, why not define the positive direction to be the direction of the acceleration? If you define the initial velocity to be -20 m/s and final velocity to be 30 m/s, the acceleration is a positive 5000 m/s2.
 
it's a good idea not to use the word "deceleration" when you are working out these things. Use the idea of vectors - which have signs.
If you draw a big arrow on your (imaginary, perhaps) diagram to define the direction you will use for Positive, stick to it, and, if the acceleration comes out as negative then this means the velocity in that direction is decreasing. If you want to talk to 'Joe Public', at that point, you can then use the word "deceleration'.
 
Thanks guys
 

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