gib65 Posted December 21, 2007 Posted December 21, 2007 Take a look at this image, produced by me in Photoshop: I began with the two lower circles. The are red (left) and yellow (right) at 50% opacity. At their intersection, they produce orange. Then I took another circle and placed it overtop (purple) again at 50% opacity to produced red (well, kinda pink - considering the opacity) at the intersection of it and the previous intersection. Now my question is this: how does one explain the re-emergence of red (or pink?) when red was used to begin with. That is, if we go with the theory that red is one of the primary colors (so it is fundamental), then it shouldn't be possible to re-create it as a composite of other colors. Yet, it seems like it has been re-created from orange and purple. Of course, I had to use yellow as well, which isn't a primary color, but theoretically it's a mix of red and green which are primary. I'm not claiming to have disprooven the RGB theory of color, I'm just asking how this is explained. Is it a matter of composite colors cancelling out (so the purple circle and derived orange intersection cancel each other out (partially) leaving behind that portion corresponding to the original red)? But then why did the original red and yellow combine in an additive manner in the first intersection?
MrMongoose Posted December 22, 2007 Posted December 22, 2007 Purple=red+blue Intersection colour=purple+red+yellow=red+red+blue+yellow red+blue+yellow=black Interersection colour= black+red=dark red Just guessing.
NeonBlack Posted December 22, 2007 Posted December 22, 2007 Purple (violette) and yellow are "complementary" colors. That is, they kind of cancel each other out and make kind of a dark neutral shade. Try the same thing with other complements. they are: red-green orange-blue yellow-violette
gib65 Posted December 23, 2007 Author Posted December 23, 2007 Purple=red+blueIntersection colour=purple+red+yellow=red+red+blue+yellow red+blue+yellow=black Interersection colour= black+red=dark red Just guessing. I think you just invented a new branch of mathematics.
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