The vectors u, e, w have the coordinates (-6, 2, 1), (2. -1,0) and (7,-2,-1) respectively relative to the ordered basis e, e, es. Prove that there exists a basis ,ē2. ča in which the vectors have the...


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The vectors u, e, w have the coordinates (-6, 2, 1),<br>(2. -1,0) and (7,-2,-1) respectively relative to the<br>ordered basis e, e, es. Prove that there exists a basis<br>,ē2. ča in which the vectors have the coordinates<br>(7,2,-6), (-3,-1.3) and (2, 1,-2) respectively, and<br>state the change-of-basis matrix from ey.e2, es to<br>А.4<br>

Extracted text: The vectors u, e, w have the coordinates (-6, 2, 1), (2. -1,0) and (7,-2,-1) respectively relative to the ordered basis e, e, es. Prove that there exists a basis ,ē2. ča in which the vectors have the coordinates (7,2,-6), (-3,-1.3) and (2, 1,-2) respectively, and state the change-of-basis matrix from ey.e2, es to А.4

Jun 04, 2022
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