Complete the rule about restricting a domain
Exercise and reference answers
- Missing parts
- Answer
- one-one and onto
- Choices
- one-one and onto
- continuous
- increasing
- Answer
- bijective
- Choices
- bijective
- periodic
- bounded
- Answer
- principal value branch
- Choices
- principal value branch
- natural domain
- range of definition
- Complete the statement
- An inverse exists only when a function is {0}. Trigonometric functions are not, so the domain is restricted until the function becomes {1}, and the agreed choice is called the {2}.
Explanation
This sentence is the argument of the whole chapter in one line. Source: syllabus Maths Part I, Ch 2 Inverse Trigonometric Functions.
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