Finding the universal characteristic explanation methods in the solution of olympic problems was always in the limelight in mathematics history. The following book is very useful, but at the same time, it is also very difficult. Every olympic problem is accepted as a small scientific work and it requires an individual solution method. In the present book, constructive solution method is investigated for the resolution of olympic problems on triangle. In the book have been presented the problems of different years which were proposed in different countries olympiads. A new solution method of these problems have been proposed. These problems demonstrate that the presenting method is very useful. The author considers that the relevant investigation should he continued.