Word Count : 436

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Elliptically polarised light arises when two linearly polarised light waves of the same frequency but differing amplitudes and a phase difference are superimposed along mutually perpendicular directions. Let us consider two orthogonal linearly polarised waves propagating along the z-axis. The electric field components of the waves along the x-axis and y-axis can be written as: ( E_x = E_{0x} \cos(\omega t) ) ( E_y = E_{0y} \cos(\omega t + \delta) ) Here, (E_{0x}) and (E_{0y}) are the amplitudes of the x and y components, (\omega) is the angular frequency, and (\delta) is the phase difference between the two components. To find the resultant electric field vector, we eliminate time ______ ______ _____ ___ ________ _____ _________.
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