1. Make a study plan: A clear study plan can help you master math knowledge systematically and avoid cramming for the exam. The plan should include daily study time, review progress and key contents to be mastered. Ensure the rationality and enforceability of the plan and leave enough time for review and practice.
2. Seek help and guidance: Don't be shy when you encounter difficult or incomprehensible problems, and seek help and guidance from teachers, classmates or online resources in time. Through communication and discussion with others, we can broaden our thinking and find solutions to problems.
3. do exercises to consolidate knowledge: consolidate what you have learned through a lot of exercises. Choose a suitable workbook or topic, and pay attention to the difficulty and coverage of the topic. After finishing the questions, check and analyze the answers in time, find out your own shortcomings and improve them.
4. Establish the wrong problem book: establish the wrong problem book and record the mistakes and problems in the process of doing the problem. Review the wrong book regularly, do it again, and analyze the causes and solutions of the mistakes. This can prevent the same mistake from happening again and improve the accuracy and speed of solving problems.
The origin of mathematics
1, the origin of mathematics can be traced back to early human counting activities. In primitive society, people began to use simple counting methods to record the number of items, such as stones and ropes. This counting method gradually developed into a more complex counting system, such as the number symbols in Egyptian hieroglyphics and the 60-base counting method used by Babylonians.
2. With human observation and exploration of nature, geometry has gradually developed into a branch of mathematics. People began to use various methods to measure land and buildings. For example, the Egyptians used ropes and sticks to measure the area of land, while the ancient Greeks put forward many geometric principles and theorems, such as Pythagoras theorem and Euclid geometry.
Algebra is an important branch of mathematics, and its origin can be traced back to ancient mathematicians who began to use letters instead of numbers for operations. In the development of algebra, people began to use equations to represent unknowns and to find solutions. For example, one-dimensional linear equation, one-dimensional quadratic equation and so on.