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A ball is under the effect of circular motion about a perpendicular axis with respect to the reference direction. The angular position (in radians) is given by the following function 8890_image001
 .
The angular position when angular velocity is zero is

  • a)
    1.96 radians

  • b)
    0.99 radians

  • c)
    1.06 radians

  • d)
    2.96 radians

Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A ball is under the effect of circular motion about a perpendicular ax...
:

θ(t) = 2t + π/3

where t is time in seconds.

To find the angular velocity of the ball, we take the derivative of the angular position function with respect to time:

ω(t) = dθ/dt

ω(t) = 2

The angular velocity of the ball is a constant 2 radians per second.
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A ball is under the effect of circular motion about a perpendicular ax...
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A ball is under the effect of circular motion about a perpendicular axis with respect to the reference direction. The angular position (in radians) is given by the following function.The angular position when angular velocity is zero isa)1.96 radiansb)0.99 radiansc)1.06 radiansd)2.96 radiansCorrect answer is option 'A'. Can you explain this answer?
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