Look at the figure. In this, a uniform bar whose mass is 2.40 kg is presented, held by an ideal rope and supported on a wall with friction. The angle with respect to the horizontal of the chord is θ = 25.00 degrees and the angle with respect to the horizontal of the bar is φ = 10.00 degrees Draw on a diagram the forces and the location of the point of application of each. Find the tension of the rope find the minimum coefficient of friction required for the bar to hold
Look at the figure. In this, a uniform bar whose mass is 2.40 kg is presented, held by an ideal rope and supported on a wall with friction. The angle with respect to the horizontal of the chord is θ = 25.00 degrees and the angle with respect to the horizontal of the bar is φ = 10.00 degrees Draw on a diagram the forces and the location of the point of application of each. Find the tension of the rope find the minimum coefficient of friction required for the bar to hold
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Look at the figure. In this, a uniform bar whose mass is 2.40 kg is presented, held by an ideal rope and supported on a wall with friction. The angle with respect to the horizontal of the chord is θ = 25.00 degrees and the angle with respect to the horizontal of the bar is φ = 10.00 degrees
Draw on a diagram the forces and the location of the point of application of each.
Find the tension of the rope
find the minimum coefficient of friction required for the bar to hold
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