Prove Wigner's theorem on the representation of symmetries on Hilbert spaces.
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A: For two vectors to be perpendicular to each other, their dot product must be zero.
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A: Solution:-
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A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…
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Q: 1. Considering a unit vector u4 = A / A, which of the following are properties of u,? (circle all…
A: As per guidelines only first question is solved here.
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Q: R= 200Ω ww Hill V= ??? I= 5A 2
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Q: The X component of the vector C shown in the above diagram is a. 12 m O b. 10.876 m c. -10.876 m d.…
A: Vector , c = 12 m Angle, Ө = 25ᵒ
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Q: 5- A, is the projection of 4 on the unit vector..... a i b. / с. 1 d. k
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