Which of the following statement is true?

Options

A. The intersection of any two subspaces of a vector space V(F) is again a subspace of V(F)
B. The intersection of any two subspaces of a vector space V(F) is not a subspace of V(F)
C. V(F) is the subspace of intersection of any two subspace of V(F)
D. If `V_1` and `V_2` are two subspaces of V then `v_1 siV_1` and `V_2 si V_2` then `v_1+v_2 si V_1 capV_2`

Answer

A