`color{green} ✍️` A square matrix in which elements in the diagonal are all 1 and rest are all zero is called an identity matrix. In other words, the square matrix
`color{orange}{b_(ij) = 0, \ \ "when" \ \ i ≠ j}`
`color{orange}{b_(ij) = 1, \ \ "when" \ \ i=j}`
E.g. `A = [1],` `B = [(1,0),(0,1)],` `c = [(1,0,0),(0,1,0),(0,0,11)]`
`color{green} ✍️` A square matrix in which elements in the diagonal are all 1 and rest are all zero is called an identity matrix. In other words, the square matrix
`color{orange}{b_(ij) = 0, \ \ "when" \ \ i ≠ j}`
`color{orange}{b_(ij) = 1, \ \ "when" \ \ i=j}`
E.g. `A = [1],` `B = [(1,0),(0,1)],` `c = [(1,0,0),(0,1,0),(0,0,11)]`