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Casablanca October 30, 2007

Posted by trungtuan in Music.
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Protected: Polynomials by Victor V. Prasolov October 30, 2007

Posted by taniyama in Mathematics, Olympiad.
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Eagles / Hotel California October 29, 2007

Posted by trungtuan in Music.
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Protected: AMM, Volume 100, Number 1,…,Number 10, 1993 October 28, 2007

Posted by quanvu in Mathematics, Olympiad.
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Protected: AMM, Feb 2007;114, 2 October 24, 2007

Posted by trungtuan in Mathematics, Olympiad.
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Protected: AMM, Jan 2007;114, 1 October 19, 2007

Posted by trungtuan in Mathematics, Olympiad.
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China Team Selection Test 2007 October 12, 2007

Posted by taniyama in Mathematics, Olympiad.
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Day 1
1. Let A,B be two distinct points on a given circle O and let M be the midpoint of arc AB,C be an arbitrary point outside the circle O.CS and CT are two lines passing through C and tangent to the circle O at S and T respectively.

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Protected: AMM, Volume 102, Number 8/ October 1995 October 11, 2007

Posted by taniyama in Mathematics, Olympiad.
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Problem 3, USAMO 1975 October 11, 2007

Posted by trungtuan in Mathematics, Olympiad.
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A polynomial p(x) of degree n satisfies

p(0) = 0, p(1) = \dfrac{1}{2},

p(2) = \dfrac{2}{3},\cdots,  p(n) =\dfrac{n}{n+1} . Find p(n+1).

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Protected: AMM, Vol 102, No. 10, Dec 1995 October 10, 2007

Posted by trungtuan in Mathematics, Olympiad.
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