PGF A 3.60 kg mass is being rotated in the vertical plane at a constant speed of 5.00 m/s at the end of a 1.80 m - long string as shown below. Assuming the mass's speed is the same in all three positions, determine the magnitudes of string tension and total acceleration for the three positions. Draw a FBD of the mass for all three positions as part of your solution. 20 Position 1: Tension - x Acceleration Position 2: Tension X Acceleration Position 3: Tension X Acceleration

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Chapter7: Rotational Motion And Gravitation
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PGF A 3.60 kg mass is being rotated in the vertical plane at a constant speed of 5.00 m/s at the end of a 1.80 m - long string as
shown below. Assuming the mass's speed is the same in all three positions, determine the magnitudes of string tension and total
acceleration for the three positions. Draw a FBD of the mass for all three postions as part of your solution.
20
Position 1: Tension=
X Acceleration =
Position 2: Tension
x Acceleration
Position 3: Tension
X Acceleration
Transcribed Image Text:PGF A 3.60 kg mass is being rotated in the vertical plane at a constant speed of 5.00 m/s at the end of a 1.80 m - long string as shown below. Assuming the mass's speed is the same in all three positions, determine the magnitudes of string tension and total acceleration for the three positions. Draw a FBD of the mass for all three postions as part of your solution. 20 Position 1: Tension= X Acceleration = Position 2: Tension x Acceleration Position 3: Tension X Acceleration
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