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###### Let (X t) and (Y ,4) be two topological spaces. Where X={a , b , c} and T={X, 0 , {a} , {a b}} . Y={x ,Y , 2} and A={ Y , 0 , {x} , {X , y}} Let f(X ,t) - (Y , 4) be a function defined by: f(a) =X f(b)=y _ f(c) =2 Then f is continuous at a

Let (X t) and (Y ,4) be two topological spaces. Where X={a , b , c} and T={X, 0 , {a} , {a b}} . Y={x ,Y , 2} and A={ Y , 0 , {x} , {X , y}} Let f(X ,t) - (Y , 4) be a function defined by: f(a) =X f(b)=y _ f(c) =2 Then f is continuous at a

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