Intro Physics distance-to-a-stop

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Homework Help Overview

The problem involves calculating the total distance an automobile covers while coming to a stop after a signal is observed, considering the driver's reaction time and the vehicle's deceleration. The context is within introductory physics, focusing on kinematics and unit conversions.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss unit conversions related to acceleration and distance, question the interpretation of the problem's requirements, and share their attempts at solving the problem.

Discussion Status

Some participants have offered guidance on unit conversions and have pointed out potential misunderstandings regarding the problem's requirements. There is an ongoing exploration of the correct approach to the calculations, with no explicit consensus reached yet.

Contextual Notes

Participants are navigating the constraints of an online homework platform, which may impose specific formatting or unit requirements. There is uncertainty regarding the correct units for acceleration and distance, as well as the interpretation of the problem statement.

maff is tuff
Messages
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Reaction score
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Homework Statement



The "reaction time" of the average automobile driver is about 0.700 s. (The reaction time is the interval between the perception of a signal to stop and the application of the brakes.) If an automobile can slow down with an acceleration of 12.0 ft/s^2, compute the total distance covered in coming to a stop after a signal is observed from an initial velocity of 15.0 mi/h. Give your answer in meters.


Homework Equations



v=(x-x0)/t

v^2=v0^2 + 2a(x-x0)

The Attempt at a Solution



My attempt is attached below. This is one of many attempts and I still am not getting the correct answer. I feel this attempt may be the closest (at least in concept) out of all of them. Thanks in advance for all the help :)
 

Attachments

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I noticed that you converted your units. Perhaps they wanted the answer in feet or miles? I can't see any errors from brief inspection.
 
Yeah it is online homework. The space provided looks like this:

After the answer box where I type my answer in, it has an "m" after it.

So I'm guessing the "m" means meters right? I've always seen meters as m and miles as mi.
 
check your acceleration conversion, you think 12 feet is 365.76m?
 
You're right that doesn't make sense. I think I forgot to divide by 100. It should be 12ft = 3.66 m

It's scary because I did that conversion over three times and apparently forgot to divide by 100 every time.

Thanks for the catch
 

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