For a particle in a uniformly accelerated cir | vedclass

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(B) In circular motion,the velocity vector is always directed along the tangent to the circular path,which is also known as the transverse direction.F

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velocity is transverse and acceleration has both radial and transverse components

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(B) In circular motion,the velocity vector is always directed along the tangent to the circular path,which is also known as the transverse direction.For a uniformly accelerated circular motion,the particle experiences two types of acceleration:$1$. Radial (centripetal) acceleration $(a_r = v^2/r)$,which is directed towards the center of the circle.$2$. Tangential acceleration $(a_t = dv/dt)$,which is directed along the tangent (transverse direction).Since both radial and tangential accelerations are present,the total acceleration has both radial and transverse components.

For a particle in a uniformly accelerated circular motion:

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