How High Does the Oil Drum Rise on the Sloping Plank?

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Homework Help Overview

The problem involves a frictionless sloping plank that is 6 meters long, with an oil drum weighing 300N being raised by an effort of 15N. Participants are trying to determine how high the oil drum rises on the plank.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants are questioning the interpretation of the problem statement, particularly regarding the nature of the sloping plank and the definition of "effort." There is also discussion about the limitations on the height the drum can rise.

Discussion Status

Some participants have provided clarifications regarding the nature of the inclined plane and the meaning of effort in this context. There is an ongoing exploration of the relationship between the angle of the plank and the height achieved by the drum, with some suggesting specific calculations.

Contextual Notes

Participants are considering the constraints of the problem, such as the length of the plank, the angle of inclination, and the forces involved, while questioning how these factors influence the height the drum can reach.

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Homework Statement



A frictionless sloping plank is 6m long .An oil
drum of 300N is raised up the sloping plank by an effort of 15N.Calculate the height to which the oil drum rises .
1) 2m
2) 7m
3) 3m
4) 0.3m

Homework Equations

The Attempt at a Solution



I am not able to interpret the problem correctly.I can do the problem if only I understand the statement given .

Is the sloping plank a fixed inclined plane on which we have to push an object upwards along the slope ?

What is an effort ? Is it a constant applied force?

Why should the height to which object rises be limited ?

Please help me understand the problem statement .
 
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Jahnavi said:
Is the sloping plank a fixed inclined plane on which we have to push an object upwards along the slope ?

Yes

What is an effort ? Is it a constant applied force?

Yes the units are given as Newton's.

Why should the height to which object rises be limited ?

It's limited by the length of the plank, the angle and available force.
 
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That means angle of plank θ = sin-1(1/20) and option 4) is correct ?
 
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Jahnavi said:
That means angle of plank θ = sin-1(1/20) and option 4) is correct ?
Yes.
 
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