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A particle is moving in a circle of radius R with a constant speed v. Its average acceleration over the time when it moves over half the circle is :
v2/R
πv2/R
2v2/πR
0
- A particle moving in a circle with constant speed has centripetal acceleration directed towards the circle's center.
- Average acceleration is the change in velocity over time. For half a circle, the direction changes by 180 degrees.
- Option 1: v2/R - Incorrect. This is the instantaneous centripetal acceleration, not the average over half the circle.
- Option 2: πv2/R - Incorrect. This does not align with the required calculation for average acceleration over half the circle.
- Option 3: 2v2/πR - Correct. The average acceleration over half the circle considers the change in velocity magnitude and direction.
- Option 4: 0 - Incorrect. The direction change results in a non-zero average acceleration.
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