Posted in math circle, meeting, tagged AIME, AMC 10, AMC 12, Ceva's Theorem, cyclic quadrilateral, Euler's line, Krassimir Penev, math circle, MATHCOUNTS, nine point circle, USAMO on February 6, 2012|
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Bulgarian Olympiad winner, Krassimir Penev will consider a variety of problem-solving techniques and important facts used for solving nonstandard geometric problems. The examples include but are not limited to the Nine Point Circle, Euler’s line, Ceva’s Theorem and cyclic quadrilaterals. These mathematical tools could be used for math competitions such as the AMC10,12, AIME, USAMO and Intel talent search.

We will plan to meet right after the MATHCOUNTS Chapter competition.

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