exponentiation的音标是[ˌekspəʊnɪˈeɪʃn],意思是“乘方;指数”。基本翻译为“乘方运算”或“指数运算”。速记技巧可以考虑使用字母缩写,例如:可以将“exp”代表“exponentiation”,将“i”代表“指数”。这样可以更快速地记住这个单词。
Exponentiation这个词的词源可以追溯到拉丁语中的“ex”和“ponere”,意为“放在前面”或“加”。这个词在数学中指的是指数运算,即a的b次幂。
Exponentiation的变化形式是复数形式“exponentials”和副词形式“exponentially”。
相关单词有:multiplication, factorial, raise, exponent, power, exponential growth, rate of growth, hyperbola, ouption。
Multiplication来自于拉丁语的“multiplicare”,意为“使增加”或“使倍增”,在数学中表示乘法。
Factorial这个词来自于拉丁语的“factor”,意为“因子”或“乘数”,在数学中表示n的阶乘,即所有n个人的组合数。
Raise这个词在英语中比较常用的是“increase”或“enhance”,但在数学中,它也可以表示乘方运算,即a的b次幂。
Exponent这个词在数学中表示指数,来自于拉丁语的“exponens”,意为“被解释者”。
Power这个词在数学中表示幂,来自于拉丁语的“potens”,意为“强大的”。
Exponential growth这个词表示指数增长,来自于exponential这个词,表示随着时间的推移,增长速度越来越快。
Rate of growth这个词表示增长速率,来自于growth这个词,表示增长的速度或比率。
Hyperbola这个词在数学中表示双曲线,来自于希腊语的“双倍”,因为双曲线具有向外扩大的特性。
Ouption这个词并不是数学中的常用词汇,它可能是一个拼写错误或者是一个罕见的词汇,没有在数学中广泛应用。
总之,exponentiation这个词在数学中表示指数运算,它的词源可以追溯到拉丁语中的“ex”和“ponere”,变化形式包括复数和副词形式,相关单词包括乘法、阶乘、乘方、幂、指数增长、增长速率、双曲线等。
常用短语:
1. raise to the power of x
2. exponential growth
3. exponential decay
4. base-exponential function
5. to raise to the power of x squared
6. to exponentiate a number
7. to exponentiate a series
双语例句:
1. The value of a number raised to the power of x is equal to a constant times x multiplied by itself x-1 times. (数学)
2. Exponential growth is a phenomenon that occurs when a system expands rapidly and cannot keep up with demand. (科学)
3. The rate of exponential decay depends on the initial amount of the substance and the time period over which it is measured. (物理)
4. Base-exponential functions are used in many mathematical models and simulations. (数学)
5. To raise a number to the power of x squared, you multiply the number by itself twice the power of x. (数学)
6. Exponentiation is a fundamental operation in many scientific fields, including physics, chemistry, and engineering. (科学)
7. Exponential series are used in mathematical analysis and probability theory to approximate continuous functions. (数学)
英文小作文:
Exponentiation is a fundamental operation in mathematics and science that plays an important role in many fields. It allows us to raise a number to an exponent, which represents a power or rate of growth or decay. For example, raising a number to the power of two means multiplying it by itself twice, which is the basis for many mathematical formulas and scientific models. Exponentiation is also used in engineering, physics, chemistry, and other fields to describe phenomena and predict outcomes. It is a powerful tool that allows us to understand and analyze complex systems and processes in a more accurate and efficient manner.