A particle is moving in a uniform circular motion with constant speed V along a circle of radius r. The acceleration of the particle is
- AOption (a)
Zero
- BOption (b)
- COption (c)
- DOption (d)
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Correct answer
Why this answer is correct
The correct answer is option 4.
Key Points Tangential acceleration:
- In a circular motion, the component of the acceleration directed along the tangent of the circle is called tangential acceleration. Tangential acceleration is responsible for changing the speed of the particle.
Centripetal acceleration:
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In a circular motion, the component of the acceleration directed along the radius of the circle is called centripetal acceleration. It is responsible for the change in direction of velocity. It is always variable because due to this acceleration, the direction of the particle changes continuously.
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A particle moving in a circle of radius r with constant speed V undergoes a centripetal (or radial) acceleration because the direction of V changes in time.
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The magnitude of the acceleration is given by a** = **
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Since the particle is moving at a constant speed, the tangential acceleration will be zero.
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A particle is moving along a circular path, so there will be centripetal acceleration and the centripetal acceleration always acts along the radius.
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