Question: 64. Let P be a *k* *k* orthogonal matrix and let P and P be respectively *k* and *k* distinct rows from P such

64. Let P be a *k* × *k* orthogonal matrix and let P₁ and P₂ be respectively *k*₁ and *k*₂

distinct rows from P such that P₁P₂ = 0. Show that A is a symmetric tripotent matrix where?

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