This is a beta course, so its structure, chapters, and examples may continue to change.
Arccosine Function
Definition
Definition of the Arccosine Function
The arccosine function is the inverse function of the cosine function .
Properties
- Domain:
- Range:
- Monotonicity: Monotonically decreasing
Graph
Exercises
Exercise1
Given , find its domain and range.
Answer and Explanation(3 个标签)
arccosine functiondomainrange
Domain: ; Range: .
Summary
Symbols Appearing in This Article
| Symbol | Type | Pronunciation/Explanation | Meaning in This Article |
|---|---|---|---|
| Greek letter | Pi (pie) | Pi, used to represent the range of the arccosine function |
Bilingual Glossary
| Chinese Term | English Term | Phonetic | Explanation |
|---|---|---|---|
| 反余弦函数 | arccosine function | /ɑːkˈkəʊsaɪn ˈfʌŋkʃən/ | The inverse function of the cosine function, denoted as |
| 反余弦 | arccosine | /ɑːkˈkəʊsaɪn/ | Function name, abbreviated as |
| 反函数 | inverse function | /ɪnˈvɜːs ˈfʌŋkʃən/ | A function that is the inverse of the original function |
| 定义域 | domain | /dəʊˈmeɪn/ | The range of values for the independent variable |
| 值域 | range | /reɪndʒ/ | The range of values for the function |
