acute angle
发音：英 [??t? k??t ?nɡ?] ；美 [o?t? ko?t ?nɡ?r]。
释义：锐角。
英语范文：Acute angle is a very important concept in geometry. It is a special type of angle that measures less than 90 degrees.
翻译：在几何学中，锐角是一个非常重要的概念。它是一种特殊的角度，角度度数小于90度。
Acute angle的英语作文音标和基础释义：Acute angle is an angle that measures less than 90 degrees. It is usually found at the intersection of two lines or at the end of a line segment. It is a very useful concept in geometry because it helps us understand how angles relate to each other and how to measure them accurately.
acute angle
Acute angle is a term used in geometry to describe an angle that is smaller than 90 degrees. It is a type of angle that is commonly found in nature and in various geometric shapes, such as triangles, squares, and circles.
In triangles, for example, acute angles are formed by the intersection of two sides. The sum of the acute angles in a triangle must add up to 180 degrees, just like the sum of the three sides must equal the perimeter.
Acute angles are also important in other contexts, such as in engineering and architecture. In buildings, for instance, acute angles are often used to create visually appealing and functional designs. They can also be used to maximize space utilization and create a sense of openness and spaciousness.
In my opinion, acute angles are a beautiful and functional part of our world. They help create visually appealing designs and provide us with a sense of space and openness. I believe that we should use them more often in our daily lives and in our workplaces to create a more pleasant and productive environment.
On a final note, acute angles are not just about aesthetics and functionality. They also have mathematical and scientific significance, serving as a fundamental concept in geometry and other areas of study.
acute angle
发音：/??t?k ɑ?nt/
英语范文：
Acute angles are angles that are very sharp and pointy. They are usually found in triangles, squares, and other geometric shapes.
In triangles, for example, the acute angles are always opposite each other and measure 90 degrees apart. This is because triangles are formed by two lines meeting at a point, and the angles formed by these lines are the acute angles.
In real life, acute angles can be found in many places. For instance, the intersection of two streets forms an acute angle. So does the intersection of two branches of a river. In fact, any place where two lines meet at a point and form an angle is an example of an acute angle.
Acute angles are also very useful in mathematics. They help us understand how triangles, squares, and other geometric shapes work, and they help us solve problems related to these shapes.
In conclusion, acute angles are very important in mathematics and in real life. They help us understand how things work and solve problems related to them. I hope you can appreciate the beauty of acute angles and learn more about them in your studies.
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