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Torques: Rotational Equilibrium Mobile :)
Please! I really need help figuring out how to make a balanced mobile!
I would really appreciate anyones help!
Directions:
Apply what you know about torques by making a mobile. Shown below are five horizontal arms with fixed 1- and 2-kg masses attached, and four hangers with ends that fit in the loops of the arms, lettered A through R. You are to figure where the loops should be attached so that when the whole system is suspended from the spring scale at the top, it will hang as a proper mobile, with its arms suspended horizontally. This is best done by working from the bottom upward. Choose the loops where the hangers should be attached. You may assume the horizontal struts and connecting hooks are practically massless compared to the 1- and 2-kg masses.
__________________________________________________________________________________
HERE IS A PICTURE! :)
http://i22.photobucket.com/albums/b338/iloveyou2814/e19a2b53-385a-48ec-b0a2-440684444ae.gif
_______________________________________________________________________________________________
1. On the bottom level:
You would connect point ____
D E F G
to point ____.
A B C
2. On the next to lowest level
You would connect point ____
H I K K
to point ____.
D E F G
3. middle level
You would connect point ____
L M N O
to point ____.
H I K K
4. next to top level
You would connect point ____
P Q R
to point ____.
L M N O
5. top level
The spring scale should be connected to point ____.
P Q R
6.Now that your mobile is complete, how many Newtons would be indicated on the spring scale?
I have tried for a really long time to make this mobile! But it just won't balance! I would show you it, but i don't have a digital camera anymore to take a picture of it because it is broken :(
Homework Statement
Please! I really need help figuring out how to make a balanced mobile!
I would really appreciate anyones help!
Directions:
Apply what you know about torques by making a mobile. Shown below are five horizontal arms with fixed 1- and 2-kg masses attached, and four hangers with ends that fit in the loops of the arms, lettered A through R. You are to figure where the loops should be attached so that when the whole system is suspended from the spring scale at the top, it will hang as a proper mobile, with its arms suspended horizontally. This is best done by working from the bottom upward. Choose the loops where the hangers should be attached. You may assume the horizontal struts and connecting hooks are practically massless compared to the 1- and 2-kg masses.
__________________________________________________________________________________
Homework Equations
HERE IS A PICTURE! :)
http://i22.photobucket.com/albums/b338/iloveyou2814/e19a2b53-385a-48ec-b0a2-440684444ae.gif
_______________________________________________________________________________________________
1. On the bottom level:
You would connect point ____
D E F G
to point ____.
A B C
2. On the next to lowest level
You would connect point ____
H I K K
to point ____.
D E F G
3. middle level
You would connect point ____
L M N O
to point ____.
H I K K
4. next to top level
You would connect point ____
P Q R
to point ____.
L M N O
5. top level
The spring scale should be connected to point ____.
P Q R
6.Now that your mobile is complete, how many Newtons would be indicated on the spring scale?
The Attempt at a Solution
I have tried for a really long time to make this mobile! But it just won't balance! I would show you it, but i don't have a digital camera anymore to take a picture of it because it is broken :(
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