There is no best formula. They are all useful in different situations. But the ones I use the most often are the pythagorean theorem, quadratic formula and fundamental theorem of calculus.
2006-12-23 06:38:36
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answer #1
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answered by knock knock 3
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There are many important formulae, but perhaps a good contender would be either the Cauchy-Riemann Equations for determining whether a function of a complex variable is analytic, or the Cauchy Residue Theorem which allows for determining the integral of a meromorphic function around a closed loop, given a side condition.
(Even though I would not rate it as number one, I also would rate the Prime Number Theorem,
#{primes p not exceeding x} = (x/ln x)(1 + o(1)) as x approaches infinity
as an extremely important result, which ultimately led to a lot of nice mathematical research and the development of many new techniques)
2006-12-23 14:52:29
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answer #2
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answered by Asking&Receiving 3
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Mother's milk.
It beats the hell out of all of the commercial formulas on the market.
If you meant in mathematics - I'd have to go with E=MC^2. It's simply the one formula that's quoted the most, had the largest impact on science and after over 100 years, it still boggles the mind!
2006-12-23 14:47:52
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answer #3
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answered by LeAnne 7
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I'm fond of Heron's formula. It allows you to get the area of a triangle from just the lengths of the sides, without using the law of cosines or any trigonometry.
2006-12-23 14:19:12
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answer #4
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answered by Anonymous
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Pythagoras' right angle triangle theorem!
a^2 + b^2 = c^2
2006-12-23 14:27:58
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answer #5
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answered by Anonymous
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the formula for a hyperbola with the center on th origin:
2006-12-23 14:25:05
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answer #6
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answered by I'm done 2
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The quadratic reciprocity law:
(p/q)(q/p)=(-1)^{[p-1)/2] *[(q-1)/2]}
for p,q natural numbers and (./.) the Legendre symbol.
It has hundreds of proofs.
2006-12-25 06:55:14
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answer #7
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answered by tanyeesern 2
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euler's formula
e^(iÏ)+1=0
2006-12-23 15:50:46
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answer #8
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answered by crazy_tentacle 3
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E=MC^2
2006-12-23 17:05:45
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answer #9
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answered by watani@sbcglobal.net 1
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breath in and breath out. it keeps me alive.
I dont know if they that written in a formula, but I find it a great credo.
2006-12-23 14:23:32
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answer #10
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answered by C D 5
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