.2: uppose that |A) = (9- 2i)lu,) + 4i lu2) – lu3) + ilu4) a) Find the dual vector (A|. b) Assuming that Ju) are an orthonormal basis, determine the representation of |A) as a column vector in this basis. c) Find the row vector representing the dual vector. d) Compute the inner product (A|A) and normalize |A).
.2: uppose that |A) = (9- 2i)lu,) + 4i lu2) – lu3) + ilu4) a) Find the dual vector (A|. b) Assuming that Ju) are an orthonormal basis, determine the representation of |A) as a column vector in this basis. c) Find the row vector representing the dual vector. d) Compute the inner product (A|A) and normalize |A).
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![Р.2:
Suppose that
|A) = (9- 2i)lu,) + 4i |u2) – Ju3) + i|u4)
a) Find the dual vector (A].
b) Assuming that Ju;) are an orthonormal basis, determine the representation of
|A) as a column vector in this basis.
c) Find the row vector representing the dual vector.
d) Compute the inner product (A|A) and normalize JA).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdfdff23b-e68a-49d1-884e-503136b21f33%2F959f12f1-04b9-4987-8185-db967dd1ebde%2F8tk6wqc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Р.2:
Suppose that
|A) = (9- 2i)lu,) + 4i |u2) – Ju3) + i|u4)
a) Find the dual vector (A].
b) Assuming that Ju;) are an orthonormal basis, determine the representation of
|A) as a column vector in this basis.
c) Find the row vector representing the dual vector.
d) Compute the inner product (A|A) and normalize JA).
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