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According to the spectral theorem, if is a finite dimensional inner product space over and, then which of the following must be true?

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MCQs on Linear Algebra.


According to the spectral theorem, if<br><img src='https://www.fatskills.com/images2/GradExams/46966CA9-BBE0-4719-A5E2-76FC70B11887.png' height='15' width='14'/> is a finite dimensional inner product space over<br><img src='https://www.fatskills.com/images2/GradExams/7B8939B5-4379-44EA-BF14-5768BA83A282.png' height='15' width='14'/> and<br><img src='https://www.fatskills.com/images2/GradExams/9EDFE78D-3C4D-4DE6-B431-1FF9AC8560BF.png' height='20' width='81'/>, then which of the following must be true?





 
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