The Asian Pacific Mathematics Olympiad (APMO) is an annual mathematics competition for high school students from the Asia-Pacific region.

The APMO consists of two rounds: a preliminary round and a final round.

The preliminary round of the APMO is held in each participating country.

The top students from each country advance to the final round of the APMO.

The final round of the APMO is held in a different country each year.

The APMO competition is both an individual and a team competition.

There are 6 problems in the APMO competition.

4 hours is given to solve the problems in the APMO competition.

7 points are given for each correct answer in the APMO competition.

The highest possible score in the APMO competition is 42 points.

The average score in the APMO competition is between 15 and 20 points.

The passing score in the APMO competition is 21 points.

The prizes for winning the APMO competition include gold medals, silver medals, bronze medals, certificates, cash prizes, scholarships, and research opportunities.

Participating in the APMO competition has many benefits, including gaining experience in solving challenging mathematics problems, meeting other talented mathematics students from around the world, and improving your problem-solving skills.

To prepare for the APMO competition, you should study hard and practice solving mathematics problems, join a mathematics club or team, and take mathematics courses at a local university or college.