定理是证明涉及现象条件及其最终结论的数学问题的结果。这个定理必须经过严

定理是证明涉及现象条件及其最终结论的数学问题的结果。这个定理必须经过严格证明。定理是在将条件和结论组合成完整命题的逻辑关系的帮助下构建的。命题是从一个命题推导出来的，它们之间有严格的逻辑关系，要遵循顺序，首先要记住定理，区分条件和结论，然后掌握证明定理的过程，理解问题，并定理的深层含义。

A theorem is the result of proving a mathematical problem involving a phenomenal condition and its final conclusion. This theorem must be strictly proved. The theorem is constructed with the help of the logical relationship of combining conditions and conclusions into a complete proposition. Propositions are derived from a proposition. There is a strict logical relationship between them. To follow the order, first remember the theorem, distinguish the conditions and conclusions, and then master the process of proving the theorem, understand the problem, and the deep meaning of the theorem.

Theorem is the result of proving mathematical problems involving phenomenal conditions and their final conclusions. This theorem must be strictly proved. Theorem is constructed with the help of the logical relationship that combines conditions and conclusions into complete propositions. Propositions are derived from a proposition, and there is a strict logical relationship between them. To follow the order, we must first remember the theorem, distinguish between conditions and conclusions, and then master the process of proving the theorem, understand the problem and understand the deep meaning of the theorem.