Linear Fractional non-Homogeneous Differential Equations with Jumarie Fractional Derivative

In this paper we develop a method to solve the linear non-homogeneous fractional differential equations, composed with Jumarie type Fractional Derivative. The solutions are obtained in terms of Mittag-Leffler functions, fractional sine and cosine functions. This method proposed by us is useful as it is having conjugation with the classical methods of solving non-homogeneous linear differential equations composed via Jumarie fractional derivative, and also useful in understanding physical systems described by fractional differential equations.