A vehicle of mass 1200 kg accelerates

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Homework Help Overview

The discussion revolves around a physics problem involving a vehicle of mass 1200 kg that accelerates uniformly, maintains a constant velocity, and then decelerates. The specific questions focus on calculating acceleration, deceleration time, and total distance traveled.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants are examining the calculations related to acceleration and distance traveled during different phases of the vehicle's motion. There are attempts to clarify the correct application of formulas and the interpretation of results.

Discussion Status

Some participants have offered guidance on the calculations and highlighted potential errors in the original poster's work. There is an ongoing exploration of different interpretations of the distance calculations, with suggestions to break down the problem into distinct phases.

Contextual Notes

There is mention of confusion regarding the tutor's feedback and the specific question numbers. Participants are also questioning the relevance of certain calculations and the clarity of the original poster's presentation of their work.

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Hi All,

I submitted some homework in for marking & received back that on my last question (iii) I had worked out 37.5 wrong, could someone please have a look at my working & advise on where I am making the error.
I'm not sure if the tutor means 37.5 at 1 or 3.
I assume 3 as it says I have questions (i) & (ii) correct.

Kind Regards


A vehicle of mass 1200 kg accelerates uniformly from rest to a velocity of

15 m/s in 5 seconds. It continues at this velocity for 15 seconds before decelerating uniformly at a rate of 5m/s2 to rest. Determine the following:

(i)The acceleration
(ii)The time taken to decelerate from 15 m/s to rest
(iii)The total distance travelled

upload_2018-1-18_14-17-50.png
 

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Hello NVS, :welcome:

Still having trouble to make decent use of thte template eh ? Look at few other threads.

Your tutor has been very kind. I, for one would have striped (1) too: it's not ##\ \ ## 15 m/s - 0 / 5s ##\ \ ## but ##\ \ ## (15 m/s - 0 m/s) / 5s ##\ \ ## and the result is 3 m/s2 and not 3 m/s

In part (ii) you did OK

Part (iii) must have an error: if at the start you need 5 sec and at the end only 3, the distances covered must be different. Check both !
 
Is the distance covered 15^2 + 0^2 x 5x2 = 225m?
Or do you need to divide 225 by 2 = 112.5m?
 
Gregs6799 said:
Is the distance covered 15^2 + 0^2 x 5x2 = 225m?
Or do you need to divide 225 by 2 = 112.5m?
Show your work. It is no fun looking at a bunch of numbers and multiplication signs and trying to figure out what the student has in mind.

The distance covered can be divided into three sections: Distance traveled while accelerating, distance traveled while moving uniformly and distance traveled while decelerating. Show your calculations and explain your calculations for each of the three phases. Then add them up.
 
Sorry it was the above question at the top of the page, I have the same question needing help with. But I'll try your method. Thanks.
 
Gregs6799 said:
Sorry it was the above question at the top of the page, I have the same question needing help with. But I'll try your method. Thanks.
I see the question. I see the purported answer: "15^2 + 0^2 x 5x2 = 225m?"

What I do not see is any explanation for why those numbers would be relevant to the question. Squinting and trying to read the hand-written image, I see a claim that distance traveled while accelerating is equal to ##S=\frac{1}{2}(u+v)##. It is not clear what S, u or v are supposed to be. That equation is followed by a claim that ##\frac{1}{2}(u+v) = 37.5##
 

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