No.1. For this determinant, find the minors and algebraic complements. Calculate the determinant: a) by expanding it on the elements i of the line; b) expanding it into the elements of the j column; c) having previously obtained zeros in the i line. i = 1; j = 2.

No.2. Two matrices A and B are given. Find: a) AB; b) VA; c) A – 1; d) AA – 1; d) A – 1A.