area of section的音標為[??ri?? ?v ?sekt??n]，基本翻譯為“截面積；區(qū)域；部分；區(qū)域面積”。速記技巧為注意劃分音節(jié)，注意重讀。

Area of section這個詞的詞源可以追溯到拉丁語“area”，意為“區(qū)域，地方”。其變化形式包括復(fù)數(shù)形式“areas”和過去式“areased”。相關(guān)單詞包括：

1. Sectionalism（片面主義）：這個詞指的是只關(guān)注一個方面或部分，而忽視其他方面或部分的思維方式。

2. Sectional discrimination（地區(qū)歧視）：指的是對某一地區(qū)或群體的歧視行為。

3. Sectional economics（部門經(jīng)濟學(xué)）：指的是研究某一特定部門經(jīng)濟活動的學(xué)科。

4. Sectional analysis（部門分析）：指的是對某一特定部門經(jīng)濟狀況的分析。

5. Area planning（區(qū)域規(guī)劃）：指的是對特定區(qū)域進行規(guī)劃，包括基礎(chǔ)設(shè)施、環(huán)境、經(jīng)濟等方面的規(guī)劃。

以上這些單詞都與“area of section”這個詞有關(guān)，這個詞代表了區(qū)域、部分、片面等概念，是這些單詞的核心詞根。

常用短語：

1. cross-sectional area

2. sectional area

3. area of section

4. cross-sectional area of a circle

5. area of a section

6. area of a rectangle

7. area of a triangle

例句：

1. The cross-sectional area of the pipe is 5 square meters.

2. The sectional area of the bridge is 20 square meters.

3. The area of section is 10 square meters, which is equal to the area of a rectangle with dimensions 5 meters by 2 meters.

4. The cross-sectional area of the circle is equal to the area of a sector, which is 3πr2 for a given radius r and angle θ.

5. The area of a triangle is equal to the sum of the lengths of its sides.

6. The area of the section is determined by the height and base of the triangle.

7. The cross-sectional shape of the pipe determines its sectional area and hence its flow resistance.

英文小作文：

Title: Cross-Sectional Analysis of Objects

Cross-sectional analysis is a method used to study the shape and size of objects from different perspectives. It helps us understand how objects are constructed and how they behave under different conditions.

For example, a pipe with a circular cross-section can be studied by measuring its diameter and radius to determine its cross-sectional area. This information can be used to calculate its flow resistance and other properties related to fluid flow through it. Similarly, a bridge can be studied by examining its sections to understand its structural strength and stability under various loads.

Cross-sectional analysis can also be used to study objects that are not necessarily made of solid materials, such as a section of a river or lake that shows the shape and depth of the water flow. This analysis can help us understand how water flows through the system and how it affects the environment around it.

In conclusion, cross-sectional analysis is an essential tool for understanding the structure and behavior of objects in different environments and conditions. It helps us gain a deeper understanding of our world and how it works.