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Proving Science Wrong- Zeno's Paradox

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Uploaded by on Mar 31, 2007

With all the crazy things going on in the world, we think what it needs most is a good 'Proving Science Wrong'. This time our sights are locked on the ancient Greek principle, Zeno's Paradox, which is some sort of crazy belief involving heroic leaders and reptiles. Enjoy!

Music: Grant Schindler - Remained (Remixed by McJackinthebox)

  • likes, 75 dislikes

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Uploader Comments (Paulmark18)

  • Some people just dont get a joke, lighten up a bit you douche bags

  • @kause531 Thank you, I've been waiting four years for someone to finally say this

  • what are you doing in a pink room?

  • @slimdeala4life it's not mine it's hers

  • lol Your a fucking idiot. A paradox cannot be proven right nor wrong.

  • You do realize it's a joke, right?

Top Comments

  • Zeno's paradox is Philosophy not Science.

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All Comments (125)

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  • @HEROofTIME1337 It isn't a paradox, because the reasoning behind it is flawed.

    If an object was moving towards a target with infinite halfway points between it, the time it takes to get to each point halves infinitesimally. The two cancel out. In equation form it is easier to understand:

    1/2 + 1/4 +1/8... =1? is the problem

    let's say 1/2 + 1/4 + 1/8=A

    2A=2*all those values to infinity=1 + 1/2 + 1/4 + 1/8...

    2A-A=1

    A=1

  • And I thought people from the present time were dumb...

  • heres a paradox for you, the second L in lol standing for lol

  • @HEROofTIME1337 It isn't a paradox therefor it is wrong without being a paradox to be proven wrong. It's only a theoretical paradox. HUGE difference.

  • science was BORNE out of philosophy.

  • Let's assume Achilles' speed is constant.

    S=D/T

    As you decrease D to smaller and smaller distances (the midpoints) Achilles stays at the same speed. This means the ratio of D/T must stay constant. So, successively smaller distances take successively smaller times to cover.  The paradox would be correct if each new midpoint-segment took as much time to cross as the previous.

    A simple example is the concept of a limit. Take 0.5^x. As X goes to infinity, the term approaches 0

  • @HEROofTIME1337 yes it can. A paradox is a term. Applying that term to any idea does not make it an absolute.

  • Paradoxes come about because of how we frame the problem, or lack information; and they are real, non-trivial, because people really do practice them. Do you best.

  • @MathDoobler Paradoxically, if you look up the definition and usage of 'paradox' it usually includes a bit that goes something like "a statement that is _or_appears_to_be_ self contradictory" ie 'paradox' includes things which only appear to be paradoxes but aren't ;-) Because in fact there can be no "true paradoxes" because they could never exist.

  • @HEROofTIME1337

    Yeah but Zeno's paradox isn't a paradox, because it was proven false using real analysis about 300 years ago.

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