2 ### Assignment Question2. Construct a 3x3 non-triangular matrix, which has three distinct eigenvalues. Determine eigenvalues and corresponding eigenvectors.**Instructions:**- Do NOT use examples and exercises from the textbook and Study Guide. ---This exercise aims to test your understanding of linear algebra concepts specifically related to matrices, eigenvalues, and eigenvectors. It is crucial to construct an original 3x3 matrix that is not triangular (neither upper nor lower triangular) to ensure the uniqueness of the solution. The matrix must have three distinct eigenvalues, and you are required to determine these eigenvalues along with their corresponding eigenvectors. Please ensure your work is original and does not replicate examples from your textbooks or study guides.

Name: 2 ### Assignment Question2. Construct a 3x3 non-triangular matrix, whi
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: 2 ### Assignment Question2. Construct a 3x3 non-triangular matrix, which has three distinct eigenvalues. Determine eigenvalues and corresponding eigenvectors.**Instructions:**- Do NOT use examples and exercises from the textbook and Study Guide. ---T