5- prove that average of X3 equal to zero , which (n|X|n >= (n|X³]n >= 0 , where 3 x³ = 2mw) ħ 17 (а3 + a*3 + a?аt + ata + aa*2 + ata? + ataat + at?a)

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in quantum mechanics 

5- prove that average of X3 equal to zero , which (n|X|n >=
(n|X3In >= 0, where
X3 = ,"-) (a³ + a+3 + a²a+ + aa*a+ aa+2 + a*a² + a*aa+ + a+²a)
2mw.
%3D
Transcribed Image Text:5- prove that average of X3 equal to zero , which (n|X|n >= (n|X3In >= 0, where X3 = ,"-) (a³ + a+3 + a²a+ + aa*a+ aa+2 + a*a² + a*aa+ + a+²a) 2mw. %3D
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