Who can explain me a paradox?
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A paradox is an apparently true statement or group of statements that seems to involve an unexpected outcome. The stated 'factually true' outcome defies intuition, just because intuition is unable to form correct expectation as it ingores pertinent causal factors. Philosophical and mathematical paradoxes may seem to involve contradiction.
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I don't understand the question..
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Twin paradox explained in the required simple terms:\n\nSee the dog run. Run, run, run.\nSee the dog sit.\nThe running dog is young.\nThe sitting dog is old.
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Something that baffles understanding and cannot be explained
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well that last example doesnt work...they divide by zero and try to let it slip.\n\nThings like Russells paradox messed with the mathematical world for a while.  This paradox deals with sets.\n\nIt says that we have a set R, R is the set of all sets that are not members of themselves.  This means that R  is neither a member of itself nor not a member of itself.\n\nThis is pretty neat, and it was a huge problem with set theory.  It was solved by saying that all sets are members of a universe.  I still claim that its a sticky area.\n\nhope this is what you were looking for.\n\nMatttlocke
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I can't understand your question--can you decipher for me?
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I don't understand the questi...
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http://en.wikipedia.org/wiki/Zeno's_paradoxes
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No...that is why it is called a paradox. A paradox is a word used to explain what can't be explained with a "yes" or a "no" or a definite repeatable solution(s) because there is always the "yeah but"...so as soon as one comes up with a solution there seems to be someone who can say (prove) the opposite.
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paradox:  A contradictory statement that may nonrtheless be true.\n\ninferred:  To conclude from evidence or premises.
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Oh Dear! lots of dodgy maths out there!\nWelcome to Mr Cantor's infinity paradise hotel!\nWe got infinite rooms, but they're all full just now.\nDon't worry!.. we'll squeeze you in!..I'll just get every guest to move one room along\nNow you can get in room1\nHey there's an infinite stretch limo arrived with an infinite number of guests..no probs just get all our guests to move from room n to 2n!\nYes infinity is an uncountable number, but you can still do mathematical ops with it\nHope that helps, you can work out the rest foor yourselves. PS always agree with your wife- she's right even when she's wrong-now that's a true paradox
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Can you explain the question better, it doesn't make any sense
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I WANT TO ANSWER THIS QUESTION BUT NOT SURE I REALLY UNDERSTAND IT?CAN YOU TRY AGAIN!
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i dont get this question.
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Ok, I could find very complicated explanations and then I found this one.  Hopefully it will help.  Read it carefully.
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Bit confused, the question.
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i dont understand the question sorry