You are testing the friction between blocks and surfaces, and have devised the system shown in the figure, to test with different masses. Two blocks with mass m₁ = 75kg and m2 = 20kg are connected by a massless string over a frictionless and massless pulley. The angle of the incline is equal to 0 = 30°. The kinetic coefficient of friction between m₁ and the incline is μ = 0.23. The static coefficient of friction between m₁ and the incline is μ = 0.6. m1 Ө m2 The system is released from rest. It will either remain static, or start moving. Determine what happens and find the tension in the string and the frictional force for that condition. Note: depending on your values, the system could want to move either up or down the slope. Friction Casel= Tension Casel= N

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You are testing the friction between blocks and
surfaces, and have devised the system shown in the
figure, to test with different masses.
Two blocks with mass m₁ = 75kg and m2 = 20kg are
connected by a massless string over a frictionless and
massless pulley. The angle of the incline is equal to
0 = 30°.
The kinetic coefficient of friction between m₁ and the
incline is μ = 0.23. The static coefficient of friction
between m₁ and the incline is μ = 0.6.
m1
The system is released from rest. It will either remain
static, or start moving.
Determine what happens and find the tension in the
string and the frictional force for that condition.
Note: depending on your values, the system could
want to move either up or down the slope.
Friction Casel =
IN
Tension Casel =
IN
Friction Case2
Tension Case2
m2
Now in a second trial, the second mass is replaced
such that now m₂ = 95kg. Recalculate the Friction
and Tension forces.
N
N
Transcribed Image Text:You are testing the friction between blocks and surfaces, and have devised the system shown in the figure, to test with different masses. Two blocks with mass m₁ = 75kg and m2 = 20kg are connected by a massless string over a frictionless and massless pulley. The angle of the incline is equal to 0 = 30°. The kinetic coefficient of friction between m₁ and the incline is μ = 0.23. The static coefficient of friction between m₁ and the incline is μ = 0.6. m1 The system is released from rest. It will either remain static, or start moving. Determine what happens and find the tension in the string and the frictional force for that condition. Note: depending on your values, the system could want to move either up or down the slope. Friction Casel = IN Tension Casel = IN Friction Case2 Tension Case2 m2 Now in a second trial, the second mass is replaced such that now m₂ = 95kg. Recalculate the Friction and Tension forces. N N
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