IN THIS PAPER WE PRESENT AN APPLICATION OF TECHNIQUE COMBINING REDUCED DIFFERENTIAL TRANSFORM METHOD (RDTM), LAPLACE TRANSFORM AND PADE APPROXIMANT TO FIND THE ANALYTICAL SOLUTIONS FOR DDES. SOLUTIONS TO DDES ARE FIRST OBTAINED IN CONVERGENT SERIES FORM USING THE RDTM. TO IMPROVE THE SOLUTION OBTAINED FROM RDTM’S TRUNCATED SERIES, WE APPLY LAPLACE TRANSFORM TO IT, THEN CONVERT THE TRANSFORMED SERIES INTO A MEROMORPHIC FUNCTION BY FORMING ITS PADE APPROXIMANT. FINALLY, WE TAKE THE INVERSE LAPLACE TRANSFORM OF THE PADE APPROXIMANT TO OBTAIN THE ANALYTICAL SOLUTION.