- #1
tongos
- 84
- 0
i have 69 distinct positive whole numbers between 1 and 100. i pick out 4 integers a,b,c,d. prove that i can always pick out 4 integers such that a+b+c=d. can this always hold true with 68 positive integers?
A Math Olympiad problem is a challenging mathematical question designed to test problem-solving skills and creative thinking. It is often used in competitive math competitions for high school and college students.
To prepare for a Math Olympiad problem, you should practice solving a variety of challenging math problems and develop your critical thinking and problem-solving skills. You can also study previous Math Olympiad problems to get familiar with different types of questions and their solutions.
The format of a Math Olympiad problem may vary, but it typically consists of a detailed problem statement, followed by a set of constraints or conditions, and ending with a question or task to be solved. Some problems may also include diagrams or charts to aid in the solution.
No, calculators are not allowed in Math Olympiad problems. These problems are designed to test your problem-solving skills and not your computational abilities. You are expected to solve the problems using only pencil and paper.
The time limit for solving a Math Olympiad problem may vary depending on the competition or the level of difficulty. Typically, you are given a set amount of time, ranging from 30 minutes to a few hours, to solve the problem. It is important to manage your time effectively and prioritize which problems to tackle first.