Operations on Sets
Notations:- ∈ → belongs to ∉ → does not belongs to ⊆ → is a subset of ⊇ → is a superset of ⊂ → is a proper subset of ∀ → for all/ for every/ for each ∃ → there exists (at least one) (i) Union of sets: Given ‘n’ sets n 2, then the Read more about Operations on Sets[…]