MathDB
Problems
Contests
International Contests
IMO Longlists
1983 IMO Longlists
48
48
Part of
1983 IMO Longlists
Problems
(1)
Inequality in parallelepiped
Source:
10/7/2010
Prove that in any parallelepiped the sum of the lengths of the edges is less than or equal to twice the sum of the lengths of the four diagonals.
inequalities
geometry
parallelogram
inequalities proposed