  There is no unified method to solve the fractional differential equation. The
type of derivative here used in this paper is of Jumarie formulation, for the
several differential equations studied. Here we develop an algorithm to solve
the linear fractional differential equation composed via Jumarie fractional
derivative in terms of Mittag-Leffler function; and show its conjugation with
ordinary calculus. In these fractional differential equations the one parameter
Mittag-Leffler function plays the role similar as exponential function used in
ordinary differential equations.
