If a particle moves in a circle describing equal angles in equal intervals of times, Its velocity vector:
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The explanation is provided below.
A particle is said to be in circular motion when it travels in a circle with equal angles at equal times. The particle’s velocity vector is constantly changing when it is moving in a circle. Being a vector quantity, velocity possesses both direction and magnitude.
In the case of circular motion, the velocity vector’s direction continuously changes as the particle travels around the circle, but its magnitude stays constant (assuming the speed stays constant). The velocity vector is not constant, as indicated by this direction change.
The explanation is provided below.
A particle is said to be in circular motion when it travels in a circle with equal angles at equal times. The particle’s velocity vector is constantly changing when it is moving in a circle. Being a vector quantity, velocity possesses both direction and magnitude.
In the case of circular motion, the velocity vector’s direction continuously changes as the particle travels around the circle, but its magnitude stays constant (assuming the speed stays constant). The velocity vector is not constant, as indicated by this direction change.