The state u,> U₂ and complete set of orthogonal basis for a givne system. The state ₁ and 2 > are defined as (4₁) = (1/√₂2² Y √₂² ½ √₂) (42)=(√√5,0₂ 1/√3) Are these state are normalized?

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The state u,> \u₂ > and lu,> from a
complete set of orthogonal basis for a givne system.
The state ₁ and ₂ > are defined as
14₁) = (1/√₁2² Y√2² ½ √₂)
√2/√2
1+2) - (Y√5.a 1/√5)
,0,
Are these state are normalized?
Transcribed Image Text:The state u,> \u₂ > and lu,> from a complete set of orthogonal basis for a givne system. The state ₁ and ₂ > are defined as 14₁) = (1/√₁2² Y√2² ½ √₂) √2/√2 1+2) - (Y√5.a 1/√5) ,0, Are these state are normalized?
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