Homework SourseReview the statement below State if True or False If true or
Review the statement below. State if True or False. If true or false explain why
Since sI-A is a matrix, it cannot be said to always have an inverse. The inverse exists when sI-A is invertible and this is so when s is not the eigenvalue of A. Thus the inverse exists if and only if s is greater than any eigenvalue of A.
Issac
Since sI-A is a matrix, it cannot be said to always have an inverse. The inverse exists when sI-A is invertible and this is so when s is not the eigenvalue of A. Thus the inverse exists if and only if s is greater than any eigenvalue of A.
Issac
Solution
yes .
