IMO 1970 LL BEL10
Let A, B, C be angles of a triangle. Prove that
IMO 1970 LL BEL10
Origin: BEL
Problem
Let A, B, C be angles of a triangle. Prove that 1 < cos A + cos B + cos C \leq3 2.
Let A, B, C be angles of a triangle. Prove that
Origin: BEL
Let A, B, C be angles of a triangle. Prove that 1 < cos A + cos B + cos C \leq3 2.