Calculating Edith's Average Velocity in a Relay Race

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Homework Help Overview

The problem involves calculating the average velocity of a contestant, Edith, in a relay race where she runs a distance of 24.8 meters to a turning point and returns to the starting point. The subject area pertains to kinematics and the concept of average velocity.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the calculation of average velocity, with one participant attempting to use total distance and total time, while another questions the validity of this approach based on the definition of displacement.

Discussion Status

The discussion is exploring different interpretations of average velocity, with some participants suggesting that the average velocity should consider displacement, which is zero in this case, while others are debating the correctness of the initial calculation method.

Contextual Notes

There is mention of an automated server that checks answers, indicating a potential constraint on how answers are evaluated. Participants are also questioning the assumptions made in the calculation of average velocity.

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In a relay race, each contestant runs a distance 24.8m while carrying an egg balanced on a spoon, turns around, and comes back to the starting point. Edith runs the first distance 24.8m in a time t1=19.3s . On the return trip she is more confident and takes only t2=time 15.1s .

What is her average velocity for the entire round trip?

ok this question seems so easy, but i cannot get the right answer, which is really bugging me.

(24.8+24.8)m/(19.3/15.1)s = 1.44m/s

can someone help?
 
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Why do you think that's wrong ? It looks fine to me...
 
it's wrong...well for our college, we submit our answers to an automated sort of server and it checks your answer.
 
Last edited:
this is a trick question. the average velocity is the displacement over the time. the displacement is zero because she is back where she started. i think you should protest.
 

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