I'm confused about the outer box, though. Don't think it's needed, and the way it's presented made me think that it encompassed all the attributes (like the center box), when in fact it is the opposite. If this is a normal way to present Venn diagram data, then please forgive my ignorance and ignore this comment!
But here I meant to indicate that the outermost rectangle (including all contained rectangles) is the set of all countries (regarding the given list) and the other rectangles are the sets of countries satisfying the given restrictions. Thus the outer strip is a country not fulfilling the given conditions, since it is not part of any other rectangle. In contrast, the innermost rectangle is the intersection of all rectangles, thus it has to meet all given conditions.
I like the quiz, but the instructions could be clearer for those of us who aren't up on the rules of venn diagrams. Now that I understand it, I'd love to see more.
I'm confused about the outer box, though. Don't think it's needed, and the way it's presented made me think that it encompassed all the attributes (like the center box), when in fact it is the opposite. If this is a normal way to present Venn diagram data, then please forgive my ignorance and ignore this comment!
It took me a minute to get my bearings, but thought it was cool when I figured it out.
But here I meant to indicate that the outermost rectangle (including all contained rectangles) is the set of all countries (regarding the given list) and the other rectangles are the sets of countries satisfying the given restrictions. Thus the outer strip is a country not fulfilling the given conditions, since it is not part of any other rectangle. In contrast, the innermost rectangle is the intersection of all rectangles, thus it has to meet all given conditions.
I assume I can't nominate it because it's already going to be featured? Hope so!