We present a simple formula for finding bound state solution of any quantum wave equation which can be simplified to the form of . The two cases where k (3) = 0 and are studied. We derive an expression for the energy spectrum and the wave function in terms of generalized hypergeometric functions . In order to show the accuracy of this proposed formula, we resort to obtaining bound state solutions for some existing eigenvalue problems in a rather more simplified way. This method has shown to be accurate, efficient, reliable and very easy to use particularly when applied to vast number of quantum potential models.