Question: For Problems 1-2, the standard basis is Let be a new basis for R3. (1) Convert the vectors from the standard basis to basis B.
Let
-2.png)
be a new basis for R3.
(1) Convert the vectors
-3.png)
from the standard basis to basis B.
(2) Vectors
-4.png)
are expressed in basis B. Find their standard basis representations.
e, e2, e3 001 2 3 110 121 314 113 114
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