Cartesian
发音：['k?θ?r??n]
基础释义：
1. 笛卡尔的（数学术语）
2. (几何)笛卡尔坐标系
3. (几何)笛卡尔平面
英语范文：
I always find Cartesian coordinates helpful when solving equations.
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在解决方程问题时，我总是发现使用笛卡尔坐标系非常有帮助。
Cartesian
Cartesian是一个英语单词，意思是笛卡尔的。
发音：英 [?k?z???r?n] 美 [?k?z???r?n]
范文：
Cartesian Thought 笛卡尔思想
In modern mathematics and philosophy, Cartesian thought is widely recognized for its groundbreaking contributions. Renowned for its rational and logical approach, Cartesian thought has revolutionized the way we view the world.
The father of Cartesian thought was René Descartes, a brilliant thinker who sought answers to the deepest questions of life through rigorous reasoning. He believed that by using his own thoughts as a tool, he could gain a clear and certain understanding of the world.
His method of doubt, in which he questioned everything he knew to be true, was a powerful tool for gaining new perspectives. By asking himself if what he was thinking was truly true, he could separate truth from illusion, and thus gain a clearer understanding of the world around him.
Cartesian thought has had a profound impact on modern society. It has fostered a culture of critical thinking and skepticism, encouraging people to question authority and seek their own answers. This has led to greater innovation and progress in science, technology, and society as a whole.
In conclusion, Cartesian thought is a powerful tool for gaining new perspectives and understanding the world around us. By embracing its rational and logical approach, we can foster a culture of critical thinking and progress in society.
Cartesian
Cartesian是一个数学术语，指笛卡尔坐标系，是数学上一种用于表示点与曲线之间关系的工具。
发音：英 [?k?z????nt] ；美 [?k?z????nt]
范文：
Cartesian coordinates are a fundamental tool in mathematics. They allow us to visualize the relationship between points and curves in a clear and concise way. By plotting the coordinates of a point on a graph, we can easily identify its position and movement relative to other points and curves. Cartesian coordinates are widely used in physics, engineering, and other fields of mathematics for their versatile and powerful applications.
In summary, Cartesian coordinates provide a useful framework for understanding and manipulating mathematical relationships. They enable us to visualize and quantify the motion of objects in a variety of contexts, from simple to complex.
