Rube Goldberg equations

Discussion in 'Free Thoughts' started by domesticated om, Aug 3, 2008.

  1. domesticated om Stickler for details Valued Senior Member

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    I'm really bored, and in the mood to laugh. Something that would make me laugh is seeing extremely convoluted equations that either don't do anything, or solve simple problems with 1000 extra steps.

    At any rate, the floor is yours.
     
    Last edited: Aug 4, 2008
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  3. Absane Rocket Surgeon Valued Senior Member

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    I would argue by saying that because \(\infty^0\) is included, your statement of equality is invalid.

    But who cares. I have nothing to contribute.
     
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  5. domesticated om Stickler for details Valued Senior Member

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    It's not 1?
     
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  7. Absane Rocket Surgeon Valued Senior Member

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    What's the limit, as x approaches zero, of \(\(\frac{1}{x}\)^x\)?

    Take it from both sides.
     
  8. domesticated om Stickler for details Valued Senior Member

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    Ah -- edited
     
  9. Absane Rocket Surgeon Valued Senior Member

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    Sorry to be a killjoy.
     
  10. domesticated om Stickler for details Valued Senior Member

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    OK -- let's try this again....

    \( 5 + (\sum_{x=1}^5 x^2 + 1) (\sqrt{\frac{500 + \frac{62.89064}5} 5}) + (2[5^5 + 5^5]^2 + 11^2 - 1 - 2 - 3 - 4) + 51111 - 56788 = 6 \)

    ....I'm sure someone else could post one better than this (I'm kinda busy at work right now)
     

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