In the set of all 3×3 real matrices a relation is defined as follows. A matrix A is related to a matrix B if and only if there is a non-singular 3×3 matrix P such that B=P−1AP. This relation is
A
Reflexive, Symmetric but not Transitive
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B
Reflexive, Transitive but not Symmetric
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C
Symmetric, Transitive but not Reflexive
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D
An Equivalence relation
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