Work Problems: Calculate Force for 150kg Object on 20* Incline

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Homework Help Overview

The discussion revolves around a physics problem involving work, forces, and motion on an incline. The scenario includes a 150kg object being moved up a 20-degree incline with a friction coefficient of 0.20. Participants explore the roles of gravity and normal forces in doing work and the calculations needed to determine the force required for constant speed.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the nature of work done by gravity and normal forces, questioning whether these forces can perform work in this context. There are attempts to calculate the work done by gravity and the necessary force for constant speed, with some participants providing insights into the relationship between forces and motion.

Discussion Status

The discussion is active, with participants offering insights into the conditions for constant speed and the nature of work done by different forces. There is a mix of interpretations regarding the calculations and concepts involved, with no explicit consensus reached yet.

Contextual Notes

Participants are navigating the complexities of forces on an incline, including the effects of friction and the specific angle of inclination. There are references to trigonometric relationships and the conditions for constant speed, indicating a focus on foundational physics principles.

TexasCow
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I'm working on some work problems.

Let's say we're moving an item up a 20* incline. It's mass is 150kg. The friction coefficient is .20.


Can gravity and/or normal forces "do" work?

Also, how does one calculate the minimum amount of force required to move this object at a constant speed?
 
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Normal forces act in a direction perpendicular to the contact point on the plane. If you're talking about moving an object along a plane, the normal force can do no work since it's perpendicular to the object's direction of motion.

In this situation, however, gravity CAN do work. If you are moving the object up, against the force of gravity, gravity is doing negative work on the object.

Constant speed means no acceleration. By Newton's second law, if a = 0 then F = 0 also. Thus, to find the conditions for constant speed, you find the situation in which the total net force on the object is 0 (all forces cancel one another).
 
Well for gravity, I did:

Wgravity=mgh=(150kg)(9.8)(sin30)

Is that correct?
 
Only if you move it along the plane a distance of 1 meter. You know from trig that your height would be d*sinθ where d is the distance along the plane and θ is the angle of inclination of the plane. Other than that, it's right!
 

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