Average acceleration of Suzie stopping with roller blades

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Homework Help Overview

The discussion revolves around calculating the average acceleration of a person, Suzie, who is roller blading and comes to a stop. The problem involves converting units and applying basic physics concepts related to motion and force.

Discussion Character

  • Mathematical reasoning, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants discuss unit conversions from miles per hour to meters per second and the calculation of average acceleration using the formula Aavg = delta V / delta t. There are questions about the correctness of the methods used and the application of force calculations based on mass and acceleration.

Discussion Status

Some participants have provided guidance on the calculations and have pointed out potential errors in the approach. There is an acknowledgment of correct calculations, although concerns about significant figures have been raised. Multiple interpretations of the problem-solving steps are being explored.

Contextual Notes

Participants are working under the constraints of homework rules, which may limit the depth of assistance provided. There is an emphasis on ensuring proper unit conversions and the correct application of physics principles.

rr92890
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Suzie (of mass 52kg) is roller blading down the sidewalk going 36 mph. She notices a group of workers down the walkway who have unexpectedly blocked her path, and she makes a quick stop in 1.9 seconds. What is Suzies average acceleration? Answer in m/s^2. What force was exerted to stop Suzie? Answer in N.



I had converted miles to meters and divided it by the time in order to get the average, but the answer was incorrect. and for the second question I had multiplied the average by the weight, but that was also incorrect.
 
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rr92890 said:
I had converted miles to meters and divided it by the time in order to get the average, but the answer was incorrect.
That part sounds right. Show exactly what you did.
and for the second question I had multiplied the average by the weight, but that was also incorrect.
That's not quite correct.
 
did you convert hours to seconds? Aavg = delta V / delta t; so what you did should work..
 
I changed 36 miles per hour to .01 miles per second which converts to 16.09344 meters per second. I divided that by 1.9 which equals 8.470231579 as the average acceleration. Then for the second part 8.470231579*52 = 440.4520421 N as the force exerted. I'm pretty sure that is what I did.
 
Your answers are perfectly correct. (Except for the unrealistic number of significant figures carried. Round off your final answers.)
 
thank you!
 

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