Let A (v₂₁ +iv₂ ) = (α+ip) (V₂ +iv₂) where B‡0, A= (acj) 2x² is real matrix. (i) show that Up and UI are Linearly indepe

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answerhappygod
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Let A (v₂₁ +iv₂ ) = (α+ip) (V₂ +iv₂) where B‡0, A= (acj) 2x² is real matrix. (i) show that Up and UI are Linearly indepe

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Let A (v₂₁ +iv₂ ) = (α+ip) (V₂ +iv₂) where B‡0, A= (acj) 2x² is real matrix. (i) show that Up and UI are Linearly independent. (ii) Let W=(VI, UR). compute W₁AW = ?
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