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tarnok
06-02-2004, 10:43
e^(iķ) + 1 = 0

iq144
06-02-2004, 14:38
if I knew what the paragraph symbol stood for, and whether that i was a variable, an imaginary number, or an accident, I'd be happy to jump into another math thread.

tarnok
06-02-2004, 14:40
if I knew what the paragraph symbol stood for, and whether that i was a variable, an imaginary number, or an accident, I'd be happy to jump into another math thread.

Now you're just being mean. The paragraph symbol is the closest thing you can get to Pi in the standard ascii character set.

Underseer
06-02-2004, 14:44
Now you're just being mean. The paragraph symbol is the closest thing you can get to Pi in the standard ascii character set.
That's why they need to allow named entities on these boards! *shake fist* I mean being able to use &pi; would've been much better.

Anyway, is that "i" supposed to be an independent variable, or are you using it in the more traditional sense of the square root of negative one? If the latter, then you equation lacks an independent variable and makes no sense (besides being false).

06-02-2004, 16:08
whats the question here?

or is this just the equation that we are supposed to look at and say "well, ill be" today?

Isnt this just one of those identities that was learned in Calculus 1? There are lots of them involving Sin, Cos, e, i, and 0,1.

Suicidal Zebra
06-02-2004, 16:14
Underseer, yes it is being used as i = sqroot(-1).

The equation is one of the most famous in Mathematics, known generally as Eulers equation (though there are a number of 'Euler's Equations' in actual fact). It is famous as it bring together the five most fundamental numbers in maths: e, i, pi 1 and 0, into an analytical identity.

'Tis quite useful also.

Underseer
06-02-2004, 16:15
whats the question here?

or is this just the equation that we are supposed to look at and say "well, ill be" today?

Isnt this just one of those identities that was learned in Calculus 1? There are lots of them involving Sin, Cos, e, i, and 0,1.
It's either a false statement, or a simple exponential curve.