Category: SEAMO

LOMBA SEAMO INDONESIA 2022

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What is SEAMO 2022-23? SEAMO offers an online examination option to support the countries most affected. They are committed to providing a test that not only protects the well-being of students and teachers but is equally consistent, robust, and supports the integrity of the competition. Students will be able to know their preparation and level of understanding of the wider competitive environmeRead More…

Problems and Solutions SEAMO PAPER C 2020

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The Southeast Asia Mathematical Olympiad (SEAMO) is an international Math Olympiad competition that originated in Singapore and was founded by Mr. Terry Chew in 2016 in 8 Southeast Asian Countries. Since then, it is growing its popularity around the world. In 2019 it was recognized by 18 countries. In 2020 total number of participating countries increased to 22, including students from Indonesia, Read More…

Problems and Solutions SEAMO PAPER B 2020

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The Southeast Asia Mathematical Olympiad (SEAMO) is an international Math Olympiad competition that originated in Singapore and was founded by Mr. Terry Chew in 2016 in 8 Southeast Asian Countries. Since then, it is growing its popularity around the world. In 2019 it was recognized by 18 countries. In 2020 total number of participating countries increased to 22, including students from Indonesia, Read More…

Problems and Solutions SEAMO PAPER A 2020

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The Southeast Asia Mathematical Olympiad (SEAMO) is an international Math Olympiad competition that originated in Singapore and was founded by Mr. Terry Chew in 2016 in 8 Southeast Asian Countries. Since then, it is growing its popularity around the world. In 2019 it was recognized by 18 countries. In 2020 total number of participating countries increased to 22, including students from Indonesia, Read More…

SEAMO PAPER F 2019 [PROBLEM And SOLUTION]

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Problem and Solution SEAMO 2019 paper E. Soal ini bersumber dari seamo-official.org 1. Find the integer part of (A) 400 (B) 401 (C) 402 (D) 403 (E) None of the above 2. A box contains five cards, numbered 1, 2, 3, 4 and 5. Three cards are randomly selected without replacement from the box. What is the probability that “4” is the largest value selected? (A) (B) (C) Read More…

SEAMO PAPER C 2019 [PROBLEM And SOLUTION]

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Problem and Solution SEAMO 2019 paper C. Soal ini bersumber dari seamo-official.org 1.A new operation is defined as Evaluate (A) 2 (B) 3 (C) 4 (D) 5 (E) None of the above 2. 10 identical circles are arranged as shown. AB is a straight line that cuts through the centres of 2 circles. What is the ratio of the area above line AB to the area below line AB ? (A) 2 : Read More…

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