Compute tangential acceleration of object at lowest point p

Reference no: EM13984719

A pendulum of length I = 2 in and mass m = 0.2 kg is swinging from the ceiling. The amplitude of the oscillation is θ_max = 10 degrees.

1. Compute the total force acting on the bob at the lowest point P of the trajectory Give magnitude and direction.

2. Compute the tangential acceleration of the object at the lowest point P of the trajectory. Hint: use the second law.] Can we say that instantaneously this is a uniform circular motion?

3. If the bob was just hanging from the ceiling without swinging, would the tension in the rope be less than, greater than, or equal to the tension you found in question 2? Why?

Reference no: EM13984719

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Compute tangential acceleration of object at lowest point p : A pendulum of length I = 2 in and mass m = 0.2 kg is swinging from the ceiling. The amplitude of the oscillation is θmax = 10 degrees. Compute the total force acting on the bob at the lowest point P of the trajectory Give magnitude and direction.

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