Mass of an Object Moving Down a Slope.

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Homework Help Overview

The discussion revolves around calculating the magnitude of the resistance force acting on a skateboarder moving down a slope at a constant speed. The problem involves understanding the forces at play, particularly in the context of physics principles related to motion and forces on inclined planes.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the equation mgSinΘ - ma = R and the need for the mass of the object to calculate the resistance force. Questions arise about the availability of additional information, such as distance or height, to aid in finding the mass.

Discussion Status

The discussion is ongoing, with participants exploring the implications of not having the mass of the skateboarder. Some guidance has been offered regarding the limits of the equation without the mass, but no consensus or resolution has been reached.

Contextual Notes

Participants note that only the angle of elevation and the speed of the skateboarder are provided, with no additional information about distance or height available.

Cailan Emmett
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Hello,

I am trying to find the magnitude of the resistance force of an object moving down a slope.
The question I was given says:
A skateboarder heads down a gentle slope (Θ=5°) at a constant speed of 5m/s. Calculate the magnitude of the resistance force.
Using the equation mgSinΘ - ma = R, (g = 9.8, a = 0) I got as far as m0.854 = R, but I need m to find R.
Is there another equation to find m (the mass of the object)?

Any help would be much appreciated.
 
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R is the resistance force on the object (friction, air resistance etc.).

Basically the forces going in the opposite direction to the skateboard.
 
Cailan Emmett said:
Hello,

I am trying to find the magnitude of the resistance force of an object moving down a slope.
The question I was given says:
A skateboarder heads down a gentle slope (Θ=5°) at a constant speed of 5m/s. Calculate the magnitude of the resistance force.
Using the equation mgSinΘ - ma = R, (g = 9.8, a = 0) I got as far as m0.854 = R, but I need m to find R.
Is there another equation to find m (the mass of the object)?

Any help would be much appreciated.
Distance, Height? Anything else given to you?
 
Coolcatss said:
Distance, Height? Anything else given to you?

Unfortunately no. Only the angle of elevation and speed of the object.
 
Cailan Emmett said:
R is the resistance force on the object

Ah, ok. Then, if you're not given the mass of the object, ##mg \sin \theta## is the best you can do.
 
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PeterDonis said:
Ah, ok. Then, if you're not given the mass of the object, ##mg \sin \theta## is the best you can do.

Okay. Thanks for your help.
 

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