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concepts. Quotient Space Let V(F) be a vector space and W be a subspace of V then, any subset in the form V+W is subset of V; where V+W={v+w: v∈V and w∈W} and it follows the following conditions: i)any 2 cosets of W are either identical or disjoint. ii) V+W= V’+W iff V-V’∈W then the vector space