Newton's second condition of equilibrium

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Homework Help Overview

The problem involves a person attempting to pull a large stone wheel up a step, with a focus on determining the force required to start the wheel rolling over the curb. The wheel has a mass of 300 kg, and the discussion centers around the forces and angles involved in this scenario.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the calculation of the weight of the wheel and the pivot point's location. There is uncertainty about the angle needed to analyze the forces involved, with one participant deriving an angle of 16.7 degrees based on the dimensions of the wheel and step. Others question the validity of this angle and the information provided.

Discussion Status

The discussion is ongoing, with participants exploring the relationships between the forces acting on the wheel and the geometry of the situation. Some guidance has been offered regarding the normal force and its components, but there is no explicit consensus on the next steps or the assumptions made.

Contextual Notes

There is a mention of a missing piece of information regarding the angle, which was initially not included in the written question but was present in an accompanying image. This has led to some confusion among participants.

aud11888
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here's the question as written:

A person is attempting to pull a large stone wheel up a step. The wheel has a mass of 300kg. Assuming the force the person applies is horizontal and at the certer of gravity, what imust the force be to start the wheel rolling over the curb?

alright, so i found the weight of the wheel, 2940N, the pivot poing is going to be at the corner of the step, and the angle created between where the wheel hits the ground and the pivot point to be 16.7degrees. i have no clue as to what direction to go in next, can anyone help?
 
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Is the 16.7 deg angle given, because, as you wrote it there's no way to find that angle..


However, a normal reaction force directed away from the point of contact will be the force responsible for moving the wheel up the step, and the normal force is dependent on the force of the person. Break that normal force vector into components.
 
the angles not given but i derrived it

the diameter of the wheel is 1m and the height of the step is .15m
so using the radius of the wheel, the heigt of the step and the defination of the tangent function i got 16.7degrees
 
Well you implied that you gave us all the information given. That is the correct angle though.
 
sorry, it was in the picture and i forgot to type it in
 

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