Finding(drawing) interior, boundary and closure of a given 2D visual representation of a topological space.

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I'm currently studying for my exam in Geospatial Databases and I've come across a question which I'm not quite sure how to solve.

We're given a visual topological space (picture below) and we need to draw the interior, boundary and closure of this space.

I understand what these terms represent but I'm not quite sure how to transfer them to a visual domain.

This is the given space:

This is the given space:

This is my "solution":

enter image description here

I apologize if this is the wrong place to ask this type of question.

Any help is appreciated.