Eigen value and invertible matrix
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(a) Suppose that "A" is a square matrix which is not invertible. Prove that zero is an eigenvalue for "A".
(b) Is the converse true? That is, is it true that if zero is an eigenvalue of "A" then "A" is not invertible? Justify your answer.
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The Eigen Value and invertible matrixes are examined. A step by step easy to follow solution is provided.
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5.
(a) Suppose that "A" is a square matrix which is not invertible. Prove that zero is an ...
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