Question: The linear transformation T: R3 R2 is defined by Where a. Determine the vectors in R3 that maps to the zero vector in R2. b.
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a. Determine the vectors in R3 that maps to the zero vector in R2.
b. Find the vectors in R3 that T maps to [I, I] in R2.
c. Describe the image (range) of the transformation T.
11-1 =12 2- 3
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a Solving for x y in the system We find x y z 0 2x 2y 3z 0 Which we can solve getting the onedi... View full answer
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