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Examination questions of Olympic mathematics competition
Answer: 96

1=4 2=8 3=24 4=32

1×4=4

2×4=8

3×8=24

And so on,

4×24=96.

This is an Olympic math problem. Many people think the answer is 1. Look at the first question, 1 is equal to 4, and 4 is equal to 1 in turn, which is not the correct thinking of this question.

Olympiad: Olympic Mathematical Competition or Mathematical Olympiad, referred to as Olympiad. 1934 and 1935, the Soviet union began to hold middle school mathematics competitions in Leningrad and Moscow, and 1959 held the first international mathematics Olympics in Bucharest.

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. On August 2, 2065438+021day, Beijing took a number of measures to resolutely control the link between Olympic math scores and further studies.

Olympic Mathematics has a certain effect on teenagers' mental exercise, which can exercise their thinking and logic, and it plays a more profound role for students than ordinary mathematics.

Formula: In mathematics, formula (suàn shì) refers to the formula listed when calculating numbers (or algebraic expressions), including numbers (or letters instead of numbers) and operation symbols (four operations, powers, roots, factorials, permutations and combinations, etc. ). According to the different calculation methods, the formulas are generally divided into horizontal and vertical. Different from expressions, expressions are meaningful expressions that connect data of the same type (such as constants, variables, functions, etc.). ) Use operation symbols according to certain rules.