1, basic knowledge combing
Start with simple knowledge points, such as basic concepts such as integer, fraction, decimal, algebra, and basic algorithms and equations. It is suggested to start reviewing junior high school mathematics and gradually improve the difficulty.
2. Learn theoretical knowledge
Mathematical theoretical knowledge is an important foundation of mathematical learning. By reading related teaching materials, auxiliary teaching materials and online resources, we can systematically learn and master the theoretical knowledge of mathematics.
Step 3 do more questions
The improvement of mathematical foundation needs a lot of practice. Choose some basic topics, keep practicing, and then gradually expand to more difficult topics. It is important not only to answer correctly, but also to understand the methods and ideas of solving problems and master the skills of solving problems.
4. Find out your own weaknesses
In the process of learning, you need to recognize your weak mathematical foundation, focus on these aspects and strengthen practice.
5. Find teaching resources
You can consult teachers or seniors, or you can find suitable teaching resources through online video tutorials and teaching apps.
6. Be patient and confident.
Learning mathematics may take some time and energy. Don't worry. Only by maintaining patience and confidence and persisting can we really improve the foundation of mathematics.
Why is mathematics the cornerstone of science? What fields can mathematics be applied to?
Mathematics is the cornerstone of science, mainly because it is the tool and methodology of other disciplines. Mathematics provides accurate and rigorous tools and formal methods for other sciences, makes scientific research more accurate and reliable, and provides strong support for human beings to understand the world and develop science and technology.
Mathematics has a wide range of applications, including but not limited to the following aspects:
1, natural science
It is widely used in physics, chemistry and biology. For example, calculus, vector and matrix in physics, coordination chemistry and crystallography in chemistry, statistics and omics in biology, etc.
2. Engineering technology
It is widely used in engineering technology in industry, transportation, aerospace and other fields. Such as complex number and linear algebra used in circuit analysis, signal processing and graphic processing in electronic technology.
3. Social Sciences and Economics
It is widely used in social investigation, economic analysis and statistics. Such as market demand analysis, economic growth forecast and social resource allocation.
4. Music theory and art
It is widely used in music theory, aesthetics and artistic expression. For example, mode, harmony and rhythm in music theory, perspective in art, color theory and so on.