Given `A=[a_(ij)]3xx3` be a matrix, where `a_(ij)={i-j if i != j and i^2 if 1=j` If `C_(ij)` be the cofactor of `a_(ij), in the matrix `A and B = [b_(ij)]3xx3` be a matrix such that bch that `b_(ij)=sum_(k=1)^3 a_(ij) c_(jk),` then the value of `[(3sqrt(det B))/8]` is equal to(where denotes greatest integer function and det B denotes determinant value of B)