Weight of an object sliding on an incline

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Homework Help Overview

The discussion revolves around understanding the forces acting on an object sliding down an inclined plane, specifically focusing on the weight of the object and how it can be represented using different formulas involving trigonometric functions.

Discussion Character

  • Conceptual clarification, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to clarify the correct application of two formulas related to the weight of an object on an incline, questioning how to use them appropriately. Some participants suggest visualizing the problem with a diagram to understand the components of gravitational force better. Others propose considering simpler scenarios, such as an elevator, to grasp the concept of weight under acceleration.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem and providing insights into the components of forces acting on the object. Some guidance has been offered regarding the use of trigonometric functions in the context of inclined planes.

Contextual Notes

There is a mention of potential language barriers affecting communication, and the original poster expresses uncertainty about whether they are in the correct forum for their question. The discussion also hints at the need for a clearer understanding of the relationship between weight and acceleration on an incline.

Ekleziastike
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First I would like to appologize for my english, I'm from belgium and I don't often use it to speak about physics.
Second, I don't know if I'm in the good thread to speak about that.

Ok, I need a little help,

I have a problem where an object slidind on a incline plan.

I would like to know its weight but i 've found 2 formules(?)

P= m.g.sin θ
and
P= m.g.cos θ

Could you explain me how use them in the right way ?

Thanks
 
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Ekleziastike said:
First I would like to appologize for my english, I'm from belgium and I don't often use it to speak about physics.
Second, I don't know if I'm in the good thread to speak about that.

Ok, I need a little help,

I have a problem where an object slidind on a incline plan.

I would like to know its weight but i 've found 2 formules(?)

P= m.g.sin θ
and
P= m.g.cos θ

Could you explain me how use them in the right way ?

Thanks

Take a look at this ramp I drew. It shows how you can use the angle that the ramp makes with the flat floor to break the force of gravity into two components: the force normal to the ramp's angled surface and the force along the angle of the ramp.
[tex]F_x = mgsin(\theta)[/tex]
[tex]F_y = mgcos(\theta)[/tex]
Notice that the "x" component (along the angled ramp) uses a sin instead of cos. And the opposite is true for the "y" component (normal to the angled surface). These two equations are found through the definition of a cosine and sine of an angle, using the triangle I drew.
 

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  • ramp.JPG
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Think of simpler example first.
If you're in an elevator on a scale and the elevator is accelerating downward let say x m/s^2, what is your weight as shown by the scale .

In inclined plane too, find what is the downward acceleration.
 
Thank you very much:-)
 

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