In column-l, the projection of a particle moving along a circle (uniformly) in x-y plane with its centre of origin along x and y axes, while in Column-II, the description of particle's motion is given. It is given that particle's angular velocity is constant and equal to `omega` and the radius of circle is `A, delta != 0, pi/2 or pi` For this situation match the column-I with column-II
`{:("Column - I","Column - II"),("A) "x(t)=Asin(omegat+delta-(pi)/(2))","y(t)=Asin(omegat+delta),"P) Uniform circular motion (clockwise)"),("B) "x(t)=A sin (omegat+delta)","y(t)=A sin (omegat+delta+(pi)/(2)),"Q) Uniform circular motion(anti - clockwise)"),("C) "x(t)=Asin (omegat)","x(t)=A cos (omegat),"R) At = 0 particle is neither on x - axis nor on y - axis"),("D) "x(t)=A cos (omegat+delta)","y(t)=A cos (omegat+delta+(pi)/(2)),"S) At t = 0 particle is either on x - axis on y - axis"):}`

Answer

A-PQR ; B - PQR; C-PQR ; D-S