Let y" + λy = 0, y(-π) = y(π), y'(-π) = y'(π) then

1
\(\nexists\) λ the eigen space corresponding to λ is of dimension 1.
2
All the eigen values are +ve
3
\(\nexists\) uncountable value of λ per which differential equation has unique solution
4
all eigenvalues are negative
5
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