How Do Reaction Time and Braking Deceleration Affect Stopping Distance and Time?

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Homework Help Overview

The discussion revolves around the relationship between reaction time, braking deceleration, and their effects on stopping distance and time for a car approaching a pedestrian. The scenario involves a car traveling at 30 km/h and a driver's reaction time of 0.3 seconds before braking occurs.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants explore how to calculate stopping distance and time, considering the initial speed, reaction time, and braking deceleration. Questions arise regarding the integration of reaction time into the overall stopping distance calculation and the use of relevant equations.

Discussion Status

Some participants have offered insights into the sequence of events leading to stopping, while others are clarifying how to approach the calculations involving both reaction time and braking distance. There is an ongoing exploration of the necessary equations and variables involved.

Contextual Notes

Participants are navigating the complexities of combining reaction time with braking deceleration, and there is a noted uncertainty about how to effectively incorporate these elements into their calculations.

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reaction time, beraking deceleration..Please help:)

Homework Statement



A pedestrian steps on to the road while an approaching car is traveling at 30 km/h. If the driver's reaction time is 0.3 s and the braking deceleration is 4.5 m/s, calculate a) the stopping distance; (b) the stopping time

Homework Equations



v2=u2 + 2as?

The Attempt at a Solution



I tried to work out the stopping distance by converting u=30 km/h to m/s then i used the equation s=(u+v)*t/2 but I am not familiar with all this reaction time stuff? and also i know the final speed is 0 but how can i find all the information with the reaction time and the breaking deceleration?
Could someone please help me:) I would really appreciate it! Thankyou very much
 
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When the pedestrian steps into the road, the car will continue to travel at 30 km/h until the driver hits the breaks, which in your case is 0.3 seconds (very fast if you ask me :). The stopping distance is then the combined distance of this and how far it takes for the car to decelerate to a full stop once the driver hits the breaks.
 
Thankyou so much! that realli helps but um i don't know how to find the distance of how far it takes for the car to decelerate to a full stop.. umm do i need to find the decelleration first so i have v,u,a and then i can use the equation v2=u2+2as?
 
Well, when trying to find equations I always try to look at what I have and what I want, and see if I can find one so that the one variable I want is the only unknown.

In this case you have the initial speed u and the final speed v, and you have the acceleration a. What you want is the distance s.
 
oh woops hehe i have it now, thankyou very much!
 

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