Part 3 4. det Matrix determinants are used in linear algebra and are related to the matrix inverse. If the determinant of a matrix is 0, the matrix does not have an inverse, and the matrix is defined as singular Note that a matrix has to be square, i.e. have the same number of rows and columns, for its determinant to exist. d - det(A) returns the determinant of a square matrix A. Create a random 2x2 square matrix, A, using the randi command. Integer values should be in the range (0.10) Find the determinant of A and store it in Create a random 3x3 square matrix, B using the randi command. Integer values should be in the range [-5, 5]. Find the determinant of B and store it in detB