If S and T are subspaces of a vector space V(F), then which of the following relation is not correct? 

1
S + T = L (S ∪ T)
2
L (S ∪ T) = L(S) + L(T)
3
S ⊂ L(T) ⇔ L(S) ⊂ L(T)
4
L[L(T)] = L[T]

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