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VT i (Avj) = λjv T i vj = (Avi) Tv j = λiv T i vj so (λi −λj)vT i vj = 0 for i 6= j, λi 6= λj, hence vT i vj = 0 • in this case we can say eigenvectors are orthogonal • in general case (λi not distinct) we must say eigenvectors can be chosen to be orthogonal SymmetricT @ y j m k q o g?J TOP Job Openings (DOL Listings by Job Title, Dept Agency, Geographic Location and Series/Grade) K TOP L TOP Labor Liaisons Laboratories Landscape and Horticultural Services Laser/Electrosurgery Plume Laser Hazards Latex Allergy Laws, Regulations and Interpretations Laws & Regulations (29 CFR) Lead Lead, Blood Lead Laboratories Lead In Chinese Paper ‰Âˆ¤‚¢ 'jŽq ƒtƒ@ƒbƒVƒ‡ƒ"

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