A car experiences uniform acceleration

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Homework Help Overview

The problem involves a car that experiences uniform acceleration, constant velocity, and uniform retardation. It requires calculating the total distance traveled and the angular displacement of a wheel, focusing on kinematic equations.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the phases of motion: acceleration, constant velocity, and deceleration. There are mentions of using kinematic equations to find distance and velocity, with some participants seeking clarification on how to apply these equations.

Discussion Status

Some participants are attempting to engage with the problem, while others express uncertainty about how to start. Guidance has been offered regarding the use of kinematic equations, but no consensus on a specific approach has been reached.

Contextual Notes

Participants are encouraged to show their attempts at solving the problem, and there are indications of imposed homework rules that restrict providing complete solutions.

Cris911
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1. A car initially at rest experiences uniform acceleration of 5m/s2 for 6 seconds. It maintains constant velocity for 14 seconds and is then brought to rest in 5 seconds by a uniform retardation.
a. Find out how far the car has travelled.
b. Find the total angular displacement of one of the wheels
 
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please show your attempt for solving the question ..
 
i can't because i don't know how to do it
 
I am not allowed to give solution .. but I will try to explain the question and what are you supposed to do ..


in brief,
1) the car experience a constant acceleration for 6s.
2) then it experience a constant velocity for 14s.
3) finally, it experience deceleration for 5s.

it is clearly that you are going to use the kinematic equations:
vf = vo + at , (where vf:final velocity .. vo: initial velocity .. a: acceleration .. t:time)
x = volt + 0.5 at*t (x is the distance)

there are other equations, but i believe you can solve your question using those equations (if you needed other equation, go ahead and use it)

you can use these equations in my statements in 1 and 3 to find the distance .. in statement 2 you have to consider something else to find the distance ..

thats all i can say.. please show your effort otherwise i won't be able to help you farther than this ..


dont give up and try .. good luck ..
 
alright cheers bud i'll give it a go :)
 

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