A particle moving with uniform speed in a circular path has varying velocity and varying acceleration. To understand why this is true, consider the following:
Hence, the correct answer is: Varying velocity and varying acceleration.
Step 1: Analyze Velocity in Circular Motion
In uniform circular motion, the speed remains constant, but the direction of velocity continuously changes. This means that the velocity vector is not constant.
Step 2: Analyze Acceleration in Circular Motion
Acceleration in circular motion consists of two components:
Since velocity is changing direction, the particle experiences varying acceleration.
In case of vertical circular motion of a particle by a thread of length \( r \), if the tension in the thread is zero at an angle \(30^\circ\) as shown in the figure, the velocity at the bottom point (A) of the vertical circular path is ( \( g \) = gravitational acceleration ). 
Find speed given to particle at lowest point so that tension in string at point A becomes zero. 


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The output (Y) of the given logic implementation is similar to the output of an/a …………. gate.