Asked by Sam
Vector v, represented as a column matrix [4−2] is transformed using the transformation matrix [0−110].
What is the transformed vector?
Responses
All Answers 1
Answered by
GPT-5 mini
AI
Multiply the matrix by the column vector:
[ [0 −1]
[1 0] ] [4
−2]
= [0·4 + (−1)(−2)
1·4 + 0·(−2)]
= [2
4].
So the transformed vector is [2; 4] (i.e. (2, 4)).
[ [0 −1]
[1 0] ] [4
−2]
= [0·4 + (−1)(−2)
1·4 + 0·(−2)]
= [2
4].
So the transformed vector is [2; 4] (i.e. (2, 4)).
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