geometries的音標是[d?i?metri?z],基本翻譯是幾何形狀或結構,速記技巧是將其拆分為單詞元素記憶。
"geometries"這個詞的詞源可以追溯到拉丁語"geometria",意為“幾何學”。這個詞在英語中經過了幾個變化形式,包括"geometry"、"geometric"和"geometrical"。
變化形式:
"geometry"是由"geometria"演變而來,意為“幾何學”或“幾何原理”。這個詞在英語中也被用作名詞和形容詞。
"geometric"是由"geometrical"演變而來,意為“幾何學的”或“幾何形狀的”。它通常用作形容詞。
"geometrical"則直接由"geometric"派生而來,意為“幾何學的”或“幾何上的”。它通常用作形容詞。
相關單詞:
"lines"(線): 幾何學中,線是最基本的圖形之一,因此與"geometries"有密切關系。
"angles"(角): 在幾何學中,角是兩條線之間的特定形狀,因此也與"geometries"有關。
"planes"(平面): 在幾何學中,平面是二維圖形的基礎,因此也與"geometries"有關。
"spheres"(球體): 球體是三維幾何圖形的基礎,因此也與"geometries"有關。
"concentric circles"(同心圓): 同心圓是幾何學中常見的一種圖形,因此也與"geometries"有關。
"parallelogram"(平行四邊形): 平行四邊形是幾何學中另一個重要的二維圖形,因此也與"geometries"有關。
"hyperbolic geometry"(雙曲幾何): 雙曲幾何是一種特殊的幾何學,與"geometries"有密切關系。
"triangles"(三角形): 三角形是幾何學中最基本的圖形之一,因此也與"geometries"有關。
"circles and arcs"(圓和弧線): 圓和弧線是幾何學中常見的圖形,因此也與"geometries"有關。
總的來說,"geometries"這個詞及其相關的詞匯在英語中廣泛用于描述和研究幾何學的各種概念和圖形,是數學和物理學等領域的重要基礎。
常用短語:
1. geometry of space
2. geometric patterns
3. geometric shapes
4. geometric principles
5. geometric figures
6. geometric formulas
7. geometric coordinates
例句:
1. The geometry of space is complex and requires careful consideration.
2. The patterns in nature are beautiful geometric shapes that inspire us to create more inventive designs.
3. Geometric shapes are commonly used in architecture to create visually appealing spaces.
4. Geometric principles are essential for understanding the mathematical basis of many scientific disciplines.
5. Geometry is a fundamental subject that helps us to understand the nature of three-dimensional objects.
6. The figures in geometry are essential for understanding the mathematical relationships between different shapes.
7. Coordinates are geometric measurements that help us to locate points and surfaces in space.
英文小作文:
Geometry is a fascinating subject that helps us to understand the beauty and complexity of three-dimensional objects. It is essential for understanding the mathematical principles behind many scientific disciplines and for creating inventive designs in architecture and art. Geometric patterns in nature inspire us to create more exciting and functional spaces, while geometric shapes are commonly used to create visually appealing and functional designs. Geometry is a subject that requires careful consideration and a deep understanding of mathematical concepts, but it is also a subject that can be fun and exciting to explore.
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