If a particle is executing a uniform circular motion. Then which of the following is true?
A
its speed is constant and it has no acceleration
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B
its speed is increasing and the acceleration of the particle is along its direction of motion
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C
its speed is constant and the magnitude of its acceleration is proportional to its curvature
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D
direction of its acceleration cannot be along the tangent.
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Solution
The correct options are C its speed is constant and the magnitude of its acceleration is proportional to its curvature D direction of its acceleration cannot be along the tangent. Option A: the particle is moving along a curve its speed is constant but the direction of velocity keeps on changing hence produces acceleration hence is wrongOption B: is wrong as speed is always constant. Option C: its speed is constant and the magnitude of its acceleration is proportional to its curvature is correct Option D: the direction of its acceleration cannot be along the tangent. as acceleration is always inside and perpendicular to tangent hence it is also correct