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Thread: Blonde Geometry

  1. #1
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    Default Blonde Geometry


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  3. #3
    reaganyouth84 Guest

    Default

    HAHA, LMAO!!!

    -Mike

  4. #4
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    that's great!
    "Only two things are infinite, the universe and human stupidity,
    and I'm not sure about the former." -
    Albert Einstein

  5. Default

    ...waiting for a mathmetician to pipe up and say "I don't get it"...

  6. #6
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  7. #7

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    Quote Originally Posted by SuperChuck
    ...waiting for a mathmetician to pipe up and say "I don't get it"...
    I don't get it!!!!!!!!

    Lol, i do get it, really, i mean it.
    "I reject your reality and substitute my own."

    Pomegranates: 0
    Funky Chickens: 2

  8. #8
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    Default

    I get the joke, but I couldn't answer that too easily...

  9. #9
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    Heres a kiss for you too, xxx.
    I thought it was a tampon joke!

  10. #10

    Default

    Thats great.


    By the way X=5

  11. #11
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    accually its 5 cm

    my math teacher would take off points for not labeling correctly.
    "Only two things are infinite, the universe and human stupidity,
    and I'm not sure about the former." -
    Albert Einstein

  12. #12

    Default

    ::shrug:: I dont have time for people like that.

  13. #13
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    I was waiting for someone to give the answer!! I was never any good at math

  14. #14

    Default

    Thats one of the equations thats accually useful in real life on a regular basis, Pythagorean Theorem. When finding an unknown side of a right triangle you use the formula A2 + B2 = C2 (2 = squared .. dont know how to do that on the forums). In this case it was 9 + 16 = 25, square root of 25 being 5.
    Last edited by TheSilentChamber; 11-15-2005 at 07:59 PM.

  15. Default

    Quote Originally Posted by TheSilentChamber
    Thats one of the equations thats accually useful in real life on a regular basis, Pythagorean Theorem. When finding an unknown side of a right triangle you use the formula A2 + B2 = C2 (2 = squared .. dont know how to do that on the forums). In this case it was 9 + 16 = 25, square root of 25 being 5.
    Now do me a quick favor and prove that a**n + b**n != c**n for n > 2

    (that's a to the n plus b to the n is not equal to c to the n)

    Thanks!

  16. #16

    Default

    There is no constant.

  17. #17
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    Quote Originally Posted by SuperChuck
    Now do me a quick favor and prove that a**n + b**n != c**n for n > 2

    (that's a to the n plus b to the n is not equal to c to the n)

    Thanks!
    what does that have to do with aa + bb = cc? what does that prove?

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