3rd All Soviet Union Mathematical Olympiad 1969 Problems & Solutions
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All Soviet Union Mathematical Olympiad Problems,
ASU
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on Friday, November 12, 2010
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1. In the quadrilateral ABCD, BC is parallel to AD. The point E lies on the segment AD and the perimeters of ABE, BCE and CDE are equal. Prove that BC = AD/2. 2. A wolf is in the center of a square field and there is a dog at each corner. The wolf can run anywhere in the field, but the dogs can only run along the sides. The dogs' speed is 3/2 times the wolf's
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