geometer

简明释义

英[dʒɪˈɒmɪtə(r)]美[dʒɪˈɑːmətər]

n. [植保] 尺蠖（一种虫子，行动时身体弯成弧状）；几何学者

英英释义

单词用法

同义词

反义词

例句

1.Pythagoras, who is remembered for his theorem about the sides of a right-angled triangle, lived around 540 BC, while Euclid, the best known geometer of the ancient world, lived around 300 BC.

生活在公元前540年左右的毕达哥拉斯，便提出了闻名于世的关于直角三角形各边的 勾股定理 。古代最知名的几何学家欧几里得生活在公元前300年左右。

2.Pythagoras, who is remembered for his theorem about the sides of a right-angled triangle, lived around 540 BC, while Euclid, the best known geometer of the ancient world, lived around 300 BC.

生活在公元前540年左右的毕达哥拉斯，便提出了闻名于世的关于直角三角形各边的 勾股定理 。古代最知名的几何学家欧几里得生活在公元前300年左右。

3.Investigations in Shanghai reveal that three generation of euonymus geometer occur inthe course of a year, with the pupa surviving the winter underground.

大叶黄杨尺蠖在上海一年发生三代，但在室内饲育可完成四代，以蛹在土中越冬。

4.The teacher asked the students to become little geometers 几何学家 by measuring angles and creating geometric shapes.

老师让学生们成为小geometers 几何学家，通过测量角度和创建几何图形。

5.The software was designed for geometers 几何学家 to visualize and manipulate geometric figures easily.

该软件旨在帮助geometers 几何学家轻松地可视化和操作几何图形。

6.A skilled geometer 几何学家 can determine the area of complex shapes using various mathematical formulas.

一位熟练的geometer 几何学家可以使用各种数学公式来确定复杂形状的面积。

7.In the world of architecture, a geometer 几何学家 plays a crucial role in designing buildings that are both functional and aesthetically pleasing.

在建筑领域，geometer 几何学家在设计既实用又美观的建筑方面发挥着至关重要的作用。

8.The ancient Greeks were some of the first to study geometry, with famous mathematicians like Euclid being a skilled geometer 几何学家.

古希腊人是最早研究几何的人之一，著名的数学家如欧几里得就是一位熟练的geometer 几何学家。

作文

The study of geometry has fascinated scholars for centuries, and one of the most intriguing figures in this field is the geometer. A geometer (几何学家) is a mathematician who specializes in the properties and relations of points, lines, surfaces, and solids. Throughout history, many great minds have contributed to the development of geometry, each leaving a unique mark on the discipline. In this essay, I will explore the significance of the geometer in both historical and modern contexts, as well as the impact of their work on various fields such as art, architecture, and science.In ancient Greece, the foundations of geometry were laid by renowned geometers such as Euclid and Pythagoras. Euclid's work, "Elements," is one of the most influential mathematical texts ever written. It systematically presented the principles of geometry, establishing a framework that would be used for centuries. The geometer not only focused on theoretical aspects but also emphasized the importance of logical reasoning and proof. This rigorous approach has shaped the way mathematics is taught today. In addition to theoretical contributions, geometers have played a crucial role in practical applications of geometry. For instance, in architecture, geometers apply geometric principles to create aesthetically pleasing and structurally sound buildings. The famous architect Frank Lloyd Wright was known for his innovative use of geometric shapes in design, demonstrating how the work of a geometer can transcend pure mathematics and influence art and culture. Moreover, the advancements in technology have opened new avenues for geometers to explore. With the advent of computer-aided design (CAD) software, geometers can manipulate complex shapes and structures with unprecedented precision. This has revolutionized industries such as engineering and manufacturing, where accurate geometric modeling is essential. The collaboration between geometers and engineers has led to remarkable innovations, from the design of intricate machinery to the development of cutting-edge materials. In contemporary times, the role of the geometer extends beyond traditional boundaries. They are now involved in interdisciplinary research, collaborating with scientists in fields such as physics and biology. For example, the study of fractals—a concept rooted in geometry—has provided insights into natural patterns and phenomena. This intersection of disciplines highlights the versatility and relevance of the geometer's work in understanding the world around us. Furthermore, education plays a vital role in fostering the next generation of geometers. By introducing students to the beauty and complexity of geometry, educators can inspire young minds to pursue careers in mathematics and related fields. Engaging teaching methods, such as hands-on activities and real-world applications, can help demystify geometry and encourage students to appreciate the work of geometers. In conclusion, the geometer (几何学家) is a pivotal figure in the realm of mathematics, bridging the gap between theory and practice. Their contributions have shaped our understanding of space and form, influencing various aspects of society, from art and architecture to technology and science. As we continue to explore the complexities of geometry, the role of the geometer will remain essential in unraveling the mysteries of the universe and inspiring future generations to delve into the wonders of mathematics.