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1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....
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Thread: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

  1. #1
    Senior Member
    Join Date
    Dec 2001
    Posts
    338

    1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    so what does 2=
    8=
    9=
    wh47 15 7h15 c0d3 + wh3r3 d035 17 c0m3 fr0m?

  2. #2
    Guest

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    7h15 15 l33t sp33ch!!!

    9 is g

  3. #3

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    I don't belive 2 equals anything. Really it should be i=1, e = 3, etc ...

  4. #4

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    2 forms part of an R. If one uses the | (shift and \ key) with the 2 you get |2. I use 6's for g's since it looks caps-like.

    p|-|34|2 (v)y l337|\|355!

  5. #5
    Guest

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    e = mc˛

  6. #6

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    e = mc˛
    Actually, that's E = mc2

    e = limx->infinity(1 + 1/x)x

  7. #7
    Mentor
    Join Date
    Jul 2001
    Posts
    1,666

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    isn't e something to do with natural logs?

  8. #8
    Guest

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....


    isn't e something to do with natural logs?
    Depends,

    in physics:

    e is Energy

    In math:

    e = exp.


  9. #9
    Mentor
    Join Date
    Jul 2001
    Posts
    1,666

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....

    No, I meant if you take the natural log of a number then e to the power of that value is the original number. So e=2.718, approximately. ie ln10=2.303, e^2.303=10.00. And just to be picky, in physics E is energy

  10. #10
    Guest

    Re: 1=i, 2=?, 3=e, 4=a, 5=s, 6=b, 7=t....


    And just to be picky, in physics E is energy
    really... It been awhile, but I'll go find my book of european science standards... I'm damn sure you can use both e and E for energy... but then again.. I might be wrong, I known to be that way sometimes... often in fact...

    I guess I'll take your word on it.

    but anyways, here's the answer to your question I think.

    http://phys-main.umsmed.edu/WORKSHOP...H/BASCMATH.HTM


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