Matrices | Vector Spaces

If V is the real vector space of all mapping from R to R.V1 = {f ∈ V: f(-x) = f(x)} and V2 = {f ∈ V: f(-x) = -f(x)}, then which one of the following is correct.

ক

Neither V<sub>1</sub> nor V<sub>2</sub> are subspaces of V

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