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Olympiad math problem 1 equals 4, 2 equals 8, 3 equals 24, and 4 equals what?
4 equals 96.

The solution to the problem is:

1=4 2=8? 3=24? From this set of data, we can see that the front number rule is that 1, 2,3,4 ... is N+ 1, followed by the corresponding numbers 4,8,24 ... It can be concluded that the last number of the latter group is obtained by multiplying the first number of the latter group by the last number of the previous group, so 4=96.

Extended data:

The International Mathematical Olympiad, referred to as Olympiad, is an international competition with mathematics as its content and middle school students as its object. It has a history of more than 30 years. As an international competition, the International Mathematical Olympiad was put forward by international mathematical education experts, which exceeded the level of compulsory education in various countries and was much more difficult than the college entrance examination. According to experts, only 5% of children with extraordinary intelligence are suitable for learning the Olympic Mathematics, and it is rare to reach the top of the international mathematical Olympics all the way. Now, IMO has become the most influential academic competition in the world, and it is also recognized as the highest level mathematics competition for middle school students.

The math contest in China started at 1956. At the initiative of famous mathematicians such as China and the Soviet Union, initiated by chinese mathematical society, the four cities of Beijing, Tianjin, Shanghai and Han took the lead in holding high school mathematics competitions. ?

Some people think that the abbreviation of "Mathematical Olympics" should be "Mathematical Olympics". The abbreviation of "Mathematical Olympics" should be "Mathematical Olympics".

References:

Baidu Encyclopedia-Olympic Mathematics Competition