Calculating Change in Velocity for a Baseball Player's Slide

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Homework Help Overview

The discussion revolves around calculating the change in velocity for a baseball player sliding during a game. The problem involves understanding the player's initial and final speeds, as well as the time interval during which the change occurs.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the calculation of change in velocity and acceleration, with some attempting to apply vector concepts. Questions arise regarding the appropriate method for vector subtraction and the interpretation of magnitude.

Discussion Status

Participants are actively engaging with the problem, exploring different interpretations of vector calculations. Some guidance has been offered regarding the need to consider vector components and the significance of magnitude in the context of the problem.

Contextual Notes

There appears to be some confusion regarding the calculation of velocity as a vector and the implications of direction on the magnitude of the change in velocity. The original poster expresses uncertainty about the correct approach to the problem.

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The following diagram shows the path taken by the center of mass of a baseball player sliding along the ground in an attempt to make the base.

The player is moving at a speed of 10m/s just before the slide and his speed 0.5 seconds later is 8.0m/s. The mass of the player is 80kg

1a) Calculate the magnitude of his change in velocity during this 0.5second interval.
b) Calculate the average acceleration during the 0.5 second interval.

My answer:
cos20 = a/8
a = 7.52

10 - a = 2.48

Therefore the change in velocity is 2.48m/s


The actual answer:

3.7m/s


How do you do this kind of question?
 

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Velocity is a vector so if you set up a coordinate system you can find the velocity change and then the magnitude more easily.
 
What do you mean? I tried tried solving it as a vector. How should I tackle this?
 
In you calculation you've only found one component.
 
That is true but the answer too has only one component. Finding the change in direction won't make my answer 3.7m/s ??
 
Yes but the answer is the magnitude of a vector (i.e. its length).
 
Thanks! I got it. I couldn't quite understand what you meant. Sorry, you meant vector subtraction right??

Thanks a bunch : )
 

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