Students in physics class observing the race note that each runner maintains the same acceleration from the start of the 8.0 second interval until they each reach the finish line where each of the runners slows to a stop. two students in the class make the following claims about the runners' accelerations from the start of the 8.0 second interval until both runners are at rest. student 1:runner a has a positive acceleration until reaching the finish line in order to undo all of the positive velocity she gained since runner b never had any positive acceleration she doesn't need any negative acceleration to slow a stop her acceleration will be zero the whole time student 2:but negative values mean away south in this case how could runner a be turning around? i think both runners must have positive accelerations the whole time since they are always moving north Do not simply repeat the student's arguments in your answers Questions: 1. which aspects of student 1's reasoning if any are correct? Explain your answer 2) which aspects of student 1's reasoning if any are incorrect explain your answer 3) which aspects of student 2's reasoning, if any, are correct explain your answer 4) which aspects of student 2's reasoning if any are incorrect explain your answer

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Students in physics class observing the race note that each runner maintains the same acceleration from the start of the 8.0 second interval until they each reach the finish line where each of the runners slows to a stop. two students in the class make the following claims about the runners' accelerations from the start of the 8.0 second interval until both runners are at rest.

student 1:runner a has a positive acceleration until reaching the finish line in order to undo all of the positive velocity she gained since runner b never had any positive acceleration she doesn't need any negative acceleration to slow a stop her acceleration will be zero the whole time

student 2:but negative values mean away south in this case how could runner a be turning around? i think both runners must have positive accelerations the whole time since they are always moving north

Do not simply repeat the student's arguments in your answers

Questions:

1. which aspects of student 1's reasoning if any are correct? Explain your answer

2) which aspects of student 1's reasoning if any are incorrect explain your answer

3) which aspects of student 2's reasoning, if any, are correct explain your answer

4) which aspects of student 2's reasoning if any are incorrect explain your answer

 

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