Using random matrices for practicing eigenvector and eigenvalue questions will often result in non-integer values that are confusing and tedious to calculate. Use the following to reverse engineer a question. i. Give three simple, linearly independent column vectors X, X2, X3 R. Ensure that they each have at least 2 non-zero entries, and that one of your values is negative. (these are your eigenvectors) ii. Pick three eigenvalues, A, A2, A3. Use integer values, and have one of your A, such that A