向量法和复数法是基础数学中解决问题的两种重要数学思想方法，此外借助于向

向量法和复数法是基础数学中解决问题的两种重要数学思想方法，此外借助于向量法和复数法解题，运用联系的观点、审美的观点，进行纵横联系，广泛联想，将各部分的数学知识、数学思想方法进行合理重组和整合，充分展示应用向量和复数的过程，体现向量和复数的简单美和结构美.<br>本文参考已有相关著作，在了解向量法和复数法在基础数学中的具体应用的情况下，体会向量法和复数法的教育教学价值、文化价值，学习向量和复数的相关理论知识；从不同类型的例题中归纳出向量法和复数法在解题中的区别与联系.

向量法和复数法是基础数学中解决问题的两种重要数学思想方法，此外借助于向量法和复数法解题，运用联系的观点、审美的观点，进行纵横联系，广泛联想，将各部分的数学知识、数学思想方法进行合理重组和整合，充分展示应用向量和复数的过程，体现向量和复数的简单美和结构美.<br>本文参考已有相关著作，在了解向量法和复数法在基础数学中的具体应用的情况下，体会向量法和复数法的教育教学价值、文化价值，学习向量和复数的相关理论知识；从不同类型的例题中归纳出向量法和复数法在解题中的区别与联系.

Vector method and complex number method are two important mathematical thinking methods to solve problems in basic mathematics. In addition, with the help of vector method and complex number method to solve problems, we can use the viewpoint of connection and aesthetic point of view to carry out vertical and horizontal connection and extensive Association, reasonably reorganize and integrate the mathematical knowledge and thinking methods of each part, fully display the process of applying vector and complex number, and reflect vector and complex number The beauty of simplicity and structure of complex numbers<br>In this paper, with reference to the existing related works, under the condition of understanding the specific application of vector method and complex number method in basic mathematics, the author realizes the educational teaching value and cultural value of vector method and complex number method, learns the related theoretical knowledge of vector and complex number, and sums up the differences and connections between vector method and complex number method in solving problems from different types of examples<br>