Mr. Hua, a famous mathematician, once said: "The universe is big, the particles are tiny, the speed of rockets is fast, the chemical industry is clever, the earth is changing, the mystery of life is numerous, and mathematics is everywhere." This fully shows the extensive application of mathematics in our lives. There is mathematics in life and mathematics also exists in life. So what are the applications of advanced mathematics in our life?

Probability statistics in the first advanced mathematics plays a very important role in our life decision.

In life, we often face some choices, but before making a decision, we often need to consider the risks of our choices. Through probability statistics, we can make a reasonable evaluation of our own decisions, so as to find the most suitable choice and provide strong support for the rationality of our own decisions.

The calculus theory in the second higher mathematics can realize the evaluation and calculation of economic risks and improve the grasp of the market by merchants.

Merchants can use calculus to calculate the sales price range of products and maximize their own interests; At the same time, the lowest production cost range of the product at the current sales price can be obtained through calculation. On this basis, merchants can also use calculus theory to analyze the production and sales process of commodities, and understand the factors that affect the risks and interests of products, so as to analyze the product prices and set the optimal prices of various commodities in combination with the development needs of the current market.

The mathematical methods in the third higher mathematics provide basic support for the research of various disciplines.

For chemistry, researchers need to use mathematics to quantitatively study chemical reactions. The researchers take the concentration and temperature of the substances involved in the reaction as variables, express their changing laws with equations, and study the chemical reaction through the "stable solution" of the equations. Not only basic mathematics should be applied here. Another example is biology, if you want to study the periodic movements such as heart beating, blood circulation and pulse. This movement can be expressed by an equation. By seeking the "periodic solution" of the equation and studying the appearance and maintenance of this solution, we can master the above phenomena in the biological world. Mathematics is an indispensable tool in research, because it not only provides a basic calculation theory for research, but also saves material losses and time in the research process.