antilog

antilog的音标为[ˌæntɪˈlɒg] ，基本翻译为“反对数”或“对数反函数”，速记技巧为：谐音“安替罗给”（把antilog理解为英文单词的拼音）。

英文词源：源于拉丁语“anti”（反对）和“logos”（言语，消息）的组合，表示“反言语”或“逆过程”。

变化形式：在拼写上没有明显的变化，但发音上可能会因词性变化而有所调整。

相关单词：

1. antilogarithm（反数理） - 表示与数学中的对数相反的概念，即表示与对数运算相反的操作。

2. antilogistic（反算术的） - 指代与算术运算相反的操作，常用于数学领域。

3. antilegal（反法律的） - 指违反法律的行为或与之相反的合法行为。

4. antinomy（反论） - 指违反逻辑定律或自相矛盾的命题。

5. antinomic（反矛盾的） - 指存在矛盾或冲突的情况，与和谐、一致相反。

6. antidote（解毒剂） - 指能够消除或减轻某种症状或问题的物质或方法。

7. antiaircraft（防空） - 指用于防空的武器或措施。

8. antifreeze（防冻液） - 指用于防止汽车或其他机械部件结冰的化学物质。

9. antinomy detection（反论检测） - 指对逻辑悖论的研究和检测。

10. antinomic situation（矛盾局势） - 指存在矛盾或冲突的局势或情况。

以上单词都与“antilog”这个英文词源有着密切的联系，表示与常规过程相反的操作或现象。

常用短语：

1. antilogarithm 反数列

2. antilogarithmic curve 反数曲线

3. antilogarithmic function 反数函数

4. antilogarithm operation 反数运算

5. antilogarithm table 反数表

6. antilogarithm calculator 反数计算器

7. antilogarithm algorithm 反数算法

双语句例：

1. The antilogarithmic curve is a kind of mathematical curve, which is widely used in science and technology. (反数曲线是一种数学曲线，在科技领域被广泛应用。)

2. We can use the antilogarithm calculator to calculate the value of a function quickly and accurately. (我们可以使用反数计算器快速准确地计算函数的值。)

3. The antilogarithm operation is a kind of mathematical operation, which is widely used in scientific research and engineering design. (反数运算是一种数学运算，在科研和工程设计中被广泛应用。)

英文小作文：

The Antilogarithm Curve: A Key Tool in Modern Science and Technology

Antilogarithm curves, also known as inverse number curves, are a crucial tool in modern science and technology. With their unique properties and applications, they have become an essential part of many fields, including engineering, physics, and mathematics.

From the design of advanced electronic devices to the development of new materials, antilogarithmic curves have played a vital role. They provide a way to model and analyze complex systems, allowing researchers to gain a deeper understanding of their behavior and develop more effective solutions.

Moreover, the antilogarithmic function and its related operations have become essential tools in scientific research and engineering design. They enable quick and accurate calculations that would otherwise be time-consuming and error-prone, greatly improving the efficiency of research and development processes.

In conclusion, the antilogarithmic curve has become an indispensable tool in modern science and technology, providing a powerful tool for analyzing complex systems and developing innovative solutions. Its wide range of applications and its role in advancing our understanding of the world make it a key asset for researchers and engineers alike.