The particle of mass M is suspended from a ceiling to a string of length L the particle moves in a horizontal circle of radius R find the angular velocity angular speed of the particle and the tension in the string such a system is called conical pendulum
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A conical pendulum consists of a mass M suspended from a strong sling of length l. The mass executes a circle of radius R in a horizontal plane with speed v. At time t, the mass is at position R
i
^
and has v
j
^
velocity. At time t, the angular momentum vector of mass M about the point from which the string passes on the ceiling
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