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[" If "P" is a "3times3times3times3times3times3times2times10^(7)=2P+1," where "P^(T)" is the transpose of "P" and "I" is the "3times3times3" identity "],[" matrix,then there exists a column matrix "X=[[x],[y],[z]]!=[[0],[0],[0]]" such that "],[[" (A) "PX=[[0],[0]]]],[[" (A) "PX=0," (B) PX "=X," (C) "PX=2X," (B) "PX=-X]]

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If P is a 3xx3 matrix such that P^T = 2P+I , where P^T is the transpose of P and I is the 3xx3 identity matrix, then there exists a column matrix, X = [[x],[y],[z]]!=[[0],[0],[0]] such that

If P is a 3xx3 matrix such that P^T = 2P+I , where P^T is the transpose of P and I is the 3xx3 identity matrix, then there exists a column matrix, X = [[x],[y],[z]]!=[[0],[0],[0]] such that

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