1st Mexican Mathematical Olympiad Problems 1987
Posted in
Mexican Mathematical Olympiad
Posted by
Unknown
on Thursday, September 23, 2010
at
1:51 AM
1st Mexican Mathematical Olympiad Problems 1987A1. a/b and c/d are positive fractions in their lowest terms such that a/b + c/d = 1. Show that b = d. A2. How many positive integers divide 20! ? A3. L and L' are parallel lines and P is a point midway between them. The variable point A lies L, and A' lies on L' so that ∠APA' = 90o. X is the foot of the
Subscribe to:
Post Comments (Atom)
0 comments:
Post a Comment