Kinetic energy and potential energy work

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Homework Help Overview

The discussion revolves around a physics problem involving kinetic energy, potential energy, and the calculation of work and speed at different points along a ramp. Participants are trying to clarify the problem statement and the relationships between the given variables.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are attempting to clarify the problem requirements, specifically what is being asked regarding the calculations for work, tension, potential energy, and speed at various points. There is a focus on the relationship between the given speed at point B and the calculated speed at point C.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem. Some have provided guidance on checking calculations and assumptions, particularly regarding the speed at point B. There is a recognition of differing values for speed, leading to further questioning of the problem setup.

Contextual Notes

Participants note that the problem involves translating terms from another language, which may affect clarity. There is also mention of specific values given in the problem, such as distances and speeds, which are being used to derive other quantities.

mtayab1994
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Homework Statement



Look at the attachment


Please tell me if there is anything wrong with my work because apparently my teacher thinks its wrong.


test correction.jpg
 
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Can you please state the problem and what you are asked to find?
 
Doc Al said:
Can you please state the problem and what you are asked to find?

1. calculate the work of W.

2. calculate the tension or w.e its called of T.

3. a/ write the potential energy in terms of m,g,r',and Zc

b/ find the speed of the body (s) at the point β=60°

sorry I'm learning this stuff in a different language so I'm just translating it by myself.
 
Last edited:
I'm a bit puzzled by the problem. You are given both the distance traveled and the speed at point B? (Seems like you should be able to calculate the speed given the distance.)
 
Doc Al said:
I'm a bit puzzled by the problem. You are given both the distance traveled and the speed at point B? (Seems like you should be able to calculate the speed given the distance.)

yea i did solve it and it came out to 2m/s and everything else is correct and i don't know how my teacher thinks its wrong.
 
Doc Al said:
I'm a bit puzzled by the problem. You are given both the distance traveled and the speed at point B? (Seems like you should be able to calculate the speed given the distance.)

Yea i did solve the speed at the point c when it has traveled 60° on the ramp. Everything is on the paper i just want to know if there is anything wrong with it.
 
mtayab1994 said:
yea i did solve it and it came out to 2m/s and everything else is correct and i don't know how my teacher thinks its wrong.
I did not solve for the speed myself, but it seems as if you're saying that it comes out to be 2 m/s. Yet on your sheet it seems to be given as 3 m/s. Something's wrong somewhere.

Did the statement of the problem include the speed at point B?
 
No that speed is for when the body is at the point B. We have to find the speed of it when it's at point C.
 
mtayab1994 said:
No that speed is for when the body is at the point B.
Once again I ask: Are you given both the distance AB and the speed at point B? (If so, you should check that the speed at B is correct by solving for it directly.)
 
  • #10
Doc Al said:
Once again I ask: Are you given both the distance AB and the speed at point B? (If so, you should check that the speed at B is correct by solving for it directly.)

Yes i am given AB=1m and Vb=3m/s but the question was to find the speed at the point C.

And i used the law of conservation of mechanical energy to solve for the speed at the point c and i got 2m/s. You are given 3m/s just so you use it to solve for c.
 
  • #11
For the speed at point B try the following:

EpotA = EkinB

mgh = m/2*v²

v = sqrt(2gh) (h=0,5m)

Check what you did differently, and that's where you went wrong.

EDIT: Ah... Energy at point C... oops.
 
  • #12
Malor said:
For the speed at point B try the following:

EpotA = EkinB

mgh = m/2*v²

v = sqrt(2gh) (h=0,5m)

Check what you did differently, and that's where you went wrong.

no man i don't need the speed at the point b i need the speed at point c where i found it to be 2m/s. I don't know why you guys think i need to find the speed at b. I was given that stuff on the top right corner of the paper.
 
  • #13
mtayab1994 said:
Yes i am given AB=1m and Vb=3m/s but the question was to find the speed at the point C.
Did you check that Vb = 3 m/s is correct? My point is that given AB = 1m, you should be able to solve for Vb. They shouldn't have to give it to you.
 
  • #14
Doc Al said:
Did you check that Vb = 3 m/s is correct? My point is that given AB = 1m, you should be able to solve for Vb. They shouldn't have to give it to you.

Ok i'll check the speed at b right now and we given the speed at the point b so we can use it to find the speed at c and is my speed for c correct?
 
  • #15
mtayab1994 said:
Ok i'll check the speed at b right now and we given the speed at the point b so we can use it to find the speed at c and is my speed for c correct?
Assuming that the speed at B is correct, then the speed you calculated for point C seems correct to me.
 
  • #16
i found the speed at b is 3.16m/s but he gave it to us as 3m/s.
 
  • #17
Doc Al said:
Assuming that the speed at B is correct, then the speed you calculated for point C seems correct to me.

Yea that's all i wanted to know, he just counted it wrong for me for no reason.
 
  • #18
With

Erad = 1/2 Jω², ω=v/b, b=2/6∏r

EkinB - Erad - EpotC = EkinC

=> vB²-2r²(v²/((2/6)∏r)²-2gh=v² => v=1.32m/s says my calculator
 
Last edited:
  • #19
Malor said:
deleted

deleted what?
 
  • #20
mtayab1994 said:
deleted what?

I deleted something that I thought made no sense and replaced it with what I think the answer to be ;p

With

Erad = 1/2 Jω², ω=v/b, b=2/6∏r

EkinB - Erad - EpotC = EkinC

=> vB²-2r²(v²/((2/6)∏r)²-2gh=v² => v=1.32m/s says my calculator

h = cos 60 * r

Because at point C, the object has kinetic, potential and rotational Energy.
 
  • #21
Malor said:
I deleted something that I thought made no sense and replaced it with what I think the answer to be ;p



h = cos 60 * r

Because at point C, the object has kinetic, potential and rotational Energy.

I don't think so because the answer is 2m/s.
 

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