This research aims to provide a generalization of an advanced class in the fields of fuzzy soft theory and operator theory, which is highlights a new class of fuzzy soft quasi-hyponormal operator via a technique of fuzzy soft Drazin inverse named fuzzy soft Drazin inverse quasi-hyponormal operator (FSQDI-Hyponormal) operator, in fuzzy soft Hilbert space. Moreover, some analytical traits are revealed for this imposed operator. In addition, the direct sum and tensor product are discussed.