It isn't that hard. Lets look at this example:
Circular Squares.
Now, be amazed as i disprove the existence of something, circular squares. In order for something to be 'square', it must contain 4 sides. In order for something to be 'circular', it must contain no sides (the definition goes beyond that, but its irrelevent). Because something cannot have both no sides, and 4 sides, circular squares DO NOT EXIST.
In other words, you can prove something DOES NOT exist, by proving it CAN NOT exist. If it contradicts its own definition, it cannot exist, therefor does not exist, ok?
So, question: Can you disprove somethings existence?
2007-07-24
11:41:00
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6 answers
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asked by
Anonymous