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For a| to have 0 as an eigenvalue, k| must be _____ this problem has been solved! See the answer see the answer see the answer done loading. Show transcribed image text expert answer. Experts are tested by chegg as specialists in their subject area.
Geometrically, having one or more eigenvalues of zero simply means the nullspace is nontrivial, so that the image is a crushed a bit, since it is of lower dimension. Other than the obvious case of having exactly one 0 eigenvalue, there's no way to predict the dimension of the nullspace from the number of zero eigenvalues alone. Create a pushdown automata (flowchart) for each of the following language language with a string such that numbe. Give the condensed structure of the product/s for the reactions below and indicate for each the mechanism involved in th. Video answer:in this problem, we are given a matrix a. And we need to determine the value of k. So that a has zero as an eigen value. Now, if a matrix a has the eigen value lambda an a minus lambda i where i is the identity matrix. The value of the determinant of this resulting matrix should be equal to zero.
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