The following wave function |A> given as:
|A> = (9-2i) |u_1> + 4i |u_2> - |u_3 + i|u_4
(a) Find the dual vector <A|
(b) If |u_1> is under an orthonormal base, find the representation of |A> as a column vector in the basis given.
1
2020-08-10T19:55:01-0400
a)
A∗=A1(9+2i−4i−1−i)A∗=1031(9+2i−4i−1−i)
b)
A=⎝⎛9−2i4i−1i⎠⎞
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