Frequently Asked Questions

Why learn to solve Mathematical Contests Problems?

Frequently Asked Questions

Ordinary math problems for elementary school students typically reinforce classroom learning with straightforward applications and given algorithm of solution, while Olympiad questions challenge students with complex, non-routine problems reflecting mainly a real-life situation that require creative thinking and a deeper understanding of mathematical concepts. Example of a classroom learning question. John bought three presents for his children. The prices were $25, $22 and $18. How much did he pay in total? The presents can be replaced by sweets, animals or other items, but solution algorithm is the same, like add 2 and 3 or factorize 10.  

Math contests for elementary students focus on fundamental concepts and problem-solving skills, often with visual and interactive challenges. High school competitions involve advanced topics, requiring abstract thinking and rigorous proofs, reflecting the increased mathematical maturity of the participants.

Parents can encourage problem-solving at home by:

  • Allowing children to make mistakes and learn from them.
  • Integrating puzzles and games that require strategic thinking.
  • Asking open-ended questions that prompt children to think critically.
    Providing opportunities for children to make choices and decisions.
  • Encouraging exploration and curiosity in daily activities.

To create a problem-solving environment at home, consider the following steps:

  • Designate a specific area for learning and exploration.
  • Stock it with various educational materials like books, puzzles, and building blocks.
  • Encourage open-ended play to stimulate creativity.
  • Display a positive attitude towards challenges and model problem-solving behavior.
  • Celebrate efforts and successes in problem-solving, no matter how small.

Yes, it is necessary for the general development of a child. The Mathematical Olympiad type of the
questions allowed teaching yang students to understand and create logical constructions, which is crucial
for further learning.