Graphs of inverse trigonometric functions can be hard for students to understand. They are different from regular trigonometric functions in a few key ways:
Limited Output: Inverse functions can only give certain results, which can be confusing.
Vertical Lines: They often have vertical lines that approach but never touch, making it tricky to find limits and do evaluations.
To make things easier, students should pay attention to these limitations and practice drawing the graphs. Looking at many examples will help make these ideas clearer.
Graphs of inverse trigonometric functions can be hard for students to understand. They are different from regular trigonometric functions in a few key ways:
Limited Output: Inverse functions can only give certain results, which can be confusing.
Vertical Lines: They often have vertical lines that approach but never touch, making it tricky to find limits and do evaluations.
To make things easier, students should pay attention to these limitations and practice drawing the graphs. Looking at many examples will help make these ideas clearer.