So I took some things I learned in geometry and put them together only to have them contradict each other.
So this is what I did...
By definition, a square is a rhombus and a rectangle soooo...
Square=rhombus
And
Square=rectangle
But, by substitution property, you can substitute rectangle for square since square=rectangle soooo....
Rectangle=rhombus
But by definition they are different. How can they be equal????
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A square is a rectangle but a rectangle is not a square, darn you! I... Think... I dont remember much from geometry... Something like that though.