Art of Problem Solving

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Awesome math solver from Puerto Rico, soon to be International Math Olympiad.
A member of AoPS since Oct 25, 2007, 10:32 pm, one of a handful of Puerto Ricans that use AoPS. As of today(Wednesday, June 9, 2010) I have a total of <math>564</math> posts, which translates into an average of <math>0.59</math> posts per day.
 
= Competitions =
 
== National Competitions ==
Proof <math>2=1</math>:
* Mathcounts nationals in Denver, Colorado(2008)
 
== International Competitions ==
 
* The 12th Centro American Math Olympiad in Mayagüez, Puerto Rico(2010)
Suppose that <math>a=b</math>
 
<math>
\begin{eqnarray*}
a&=&b\\
a^2&=&ab\\
a^2-b^2&=&ab-b^2\\
(a+b)(a-b)&=&b(a-b)\\
a+b&=&b\\
b+b&=&b\\
2b&=&b\\
2&=&1
\end{eqnarray*}
</math>

Latest revision as of 23:04, 9 June 2010

A member of AoPS since Oct 25, 2007, 10:32 pm, one of a handful of Puerto Ricans that use AoPS. As of today(Wednesday, June 9, 2010) I have a total of $564$ posts, which translates into an average of $0.59$ posts per day.

Competitions

National Competitions

  • Mathcounts nationals in Denver, Colorado(2008)

International Competitions

  • The 12th Centro American Math Olympiad in Mayagüez, Puerto Rico(2010)