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?
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
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?
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°
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