Interior, Closure and Boundary of sets

A little topology (I think) problem here:

For A:= [0,1) ∪ ([2,3] ∩ http://upload.wikimedia.org/wikipedi...d9cf5fa79f.png) ∪ {5} ⊂ R (real numbers) find the closure, boundary and interior of A

I know the definitions but I don't know how to actually calculate them

To compute the closure, just notice that the closure of a finite union is the union of the closures.
For the interior, can the points of be in it? And what about ?

Quote:

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Originally Posted by fylth

For A:= [0,1) ∪ ([2,3] ∩ http://upload.wikimedia.org/wikipedi...d9cf5fa79f.png) ∪ {5} ⊂ R (real numbers) find the closure, boundary and interior of A

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Do you know that

The boundary is the closure toss (set difference) the set...
The interior is...