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Nilanjan Bhowmick AIR 3, CSIR NET (Earth Science)
Debanjana Adhikari posted an Question
April 09, 2020 • 05:06 am
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30 points
30 points
- CSIR NET
- Physical Sciences
Q43. consider (namely a =ü). the matrix a (a) has one degenerate eigevalue with degeneracy (n-1) (b) has two degenerate eigenvalues with degeneracies 2 and (n-2
Q43. Consider (namely A =ü). The matrix A (a) has one degenerate eigevalue with degeneracy (n-1) (b) has two degenerate eigenvalues with degeneracies 2 and (n-2) (c) has one degenerate eigenvalue with degeneracy n (d) does not have any degenerate eigenvalue an nxnln > 1) matrix A, in which A is the product of the indices i and j
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Dhairya sharma![best-answer]()
solution
Is there any other way of solve it? coz in choosing any 2×2 matrix i may not get the proper eigenvalues.
no dear we choose only those which is multiplication of indices like. indeces 11 12 then next row 21 22 then what we havw to do just multiply thesw indices simple.
i hope dear it's clear to you.