How is operator p2=1 in the eigenstate of the symmetric and antisymmetric wavefunctions
Answer
Suppose there is a wave function,
Say ψ(x)\psi (x)ψ(x)
This wavefunction said to symmetric only if
ψ(−x)=ψ(x)\psi(-x) =\psi(x)ψ(−x)=ψ(x)
And said to be antisymmetric only if
ψ(−x)=−ψ(x)\psi(-x) =-\psi(x)ψ(−x)=−ψ(x)
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