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Unformatted text preview: ï£· ï£· ï£· ï£¸ = ï£« ï£¬ ï£¬ ï£¬ ï£¬ ï£ x + y + 2 z x + z 2 x + y + 3 z ï£¶ ï£· ï£· ï£· ï£· ï£¸ . Example 2 . Consider the vector space V = Â±Â² a b c a Â³ : a , b , c âˆˆ R Â´ under the usual matrix operations. Let T : V â†’ V be deï¬ned by T ï£« ï£¬ ï£ x y z x ï£¶ ï£· ï£¸ = ï£« ï£¬ ï£ x + y + 2 z x + z 2 x + y + 3 z x + y + 2 z ï£¶ ï£· ï£¸ . Find bases for the kernel and range of the linear transformation T ....
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 Spring '11
 Linear Algebra, Derivative, Vector Space, Linear map

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