The system will be at rest when the force of gravity pulling on  down the plane combined with the force of friction will equal the weight of Now suppose θ= 30°,  m1=6kg,  m2=8kg Calculate by hand: 1.  What would m1 need to change to, to keep the system at rest?   2.  What would the smallest μk be?

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The system will be at rest when the force of gravity pulling on  down the plane combined with the force of friction will equal the weight of

Now suppose θ= 30°,  m1=6kg,  m2=8kg

Calculate by hand:

1.  What would m1 need to change to, to keep the system at rest?

 

2.  What would the smallest μk be?

Atwood's Machine & Inclined Plane with Friction
Show Free Body Digrams
Mass of m, = 8 kg
%3D
Show Numerical Values
m2
m1
Mass of m, = 6 kg
O = 30°
Coefficient of Friction
between
and Surface
m2
a = 30°
Run
Pause
Reset
Transcribed Image Text:Atwood's Machine & Inclined Plane with Friction Show Free Body Digrams Mass of m, = 8 kg %3D Show Numerical Values m2 m1 Mass of m, = 6 kg O = 30° Coefficient of Friction between and Surface m2 a = 30° Run Pause Reset
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