Electrons in an oscilloscope are deflected by two mutually perpendicular oscillating electric field such that at any time the displacement due to them are given by `x=Acosomegat`, `y=Asin(omegat+pi/6)`. Then the path of the electron is

A charged particle as deflected by two mutually perpendicular oscillation electeic field such that the displecement of the particle that in each one at then given by x = A sin (omega t) and y = A sin (omega t + (pi)/(6)) respectively. The frequency following by the changed particle is

A particle is subjected to two mutually perpendicular simple harmonic motions such that its X and y coordinates are given by X=2 sin omegat , y=2 sin (omega+(pi)/(4)) The path of the particle will be:

A particle is subjected to two mutually perpendicular simple harmonic motions such that its X and y coordinates are given by X=2 sin omegat , y=2 sin (omega+(pi)/(4)) The path of the particle will be:

A particle is subjected to two mutually perpendicular simple harmonic motions such that its X and y coordinates are given by X=2 sin omegat , y=2 sin (omega+(pi)/(4)) The path of the particle will be:

A particle is subjected to two mutually perendicular simple harmonic motion such that its x and y coordinates are given by : x = 2 sin omega " "& " "y = 2 sin (omega t + (pi)/(2)) The path of the particle will be

A particle is subjected to two mutually' perpendicular SHM stich that x = 2 sin omegat and y = 2 sin (omegat + (pi/4)) The path of the panicle will be

A particle simultaneously participates in two mutually perpendicular oscillations x = sin pi t & y = 2cos 2 pit . Write the equation of trajectory of the particle.

A particle simultaneously participates in two mutually perpendicular oscillations x = sin pi t & y = 2cos 2 pit . Write the equation of trajectory of the particle.