In this paper the authors have obtained a general result relating to shuffles of permutation and Kronecker products which leads to combinatorial interpretation of the Kronecker coefficient \(C_{i,j,k}=\) where \(S_ i\) are the Schur functions. Most of the paper is devoted to the earlier work in this field with new proofs and interesting interpretations. It is remarkable that every result is supplemented by simple and elegant numerical examples. The research workers will find it of greater help in their studies.