Warmup #11 Circular Motion and Newton's Laws
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A disk is attached to a string that passes through a hole in the center of table top and attached to the other disk beneath the table. Assuming the surface is friction free, the angular velocity of the object is 1 rad/s, and the radius of the circular path of the object is 2 m, calculate the tension T in the string.
2. If a 1000 kg auto exits onto a circular off-ramp with a radius of 100 m at 40 m/s. A friction force between the tires and the road keep it from sliding off the road. Is this a static or kinetic friction force? What factors need to be considered to determine the magnitude of this force?
If a ball moves in a horizontal circle the tension in the circle is a constant. But what if the ball moves in a vertical circle?
The tension is the same everywhere.
The tension is greatest at A.
The tension is greatest at B and D.
The tension is greatest at C.
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