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seen Nov 11 '13 at 14:24

May
8
comment How do you divide a circle into any arbitrary number of square parts?
I think this settles it. I though that maybe not using squares but rectangles of some sort (i.e. not making vertical and horizontal lines equidistant) it would be possible, but I don't think that would solve it either. I guess I also failed to formulate the question right by using the word "square" :)
May
8
comment How do you divide a circle into any arbitrary number of square parts?
And of course, if it is simply not possible, I want to know :)
May
8
comment How do you divide a circle into any arbitrary number of square parts?
Yes, I understand your answer, and for the cases of two pieces and four pieces it works because there is no whole square and the pieces are equal even in shape (only they are rotated). But for a greater number of pieces like the one in the image, the whole squares that fill the center are obviously bigger in size than the ones in the laterals, let alone the four on the corners.
May
8
comment How do you divide a circle into any arbitrary number of square parts?
@MarkBennet Not necessarily. What I want to do is divide the circle in equal pieces, using a checkerboard-like pattern.
May
8
comment How do you divide a circle into any arbitrary number of square parts?
No, I mean for any arbitrary number. I uploaded an image. @PeterTamaroff I hope it's not!
May
8
comment How do you divide a circle into any arbitrary number of square parts?
Yes, sorry if that was misleading.