Resources for Inverse Trig Functions

Questions
45
With Worked SolutionClick Here 
Video Tutorials
1
Click Here 
HSC Questions
9
With Worked SolutionClick Here
Inverse Trig Functions Theory
NSW Syllabus Reference
NSW Syllabus Reference: MET1 Inverse Trigonometric Functions. This will require student to
 define and use the inverse trigonometric functions (ACMSM119)
 sketch graphs of the inverse trigonometric functions
 use the relationships \(\sin(\sin ^{1}x)=x\) and \(\sin^{1}(\sin x) =x\), \(\cos(\cos ^{1}x)=x\) and \(\cos^{1}(\cos x) =x\), \(\tan(\tan ^{1}x)=x\) and \(\tan^{1}(\tan x) =x\) where appropriate, and state the values of \(x\) for which these relationships are valid
 prove and use the properties: \(\sin^{1}(x)=\sin^{1}x,\, \cos^{1}(x)=\pi \cos^{1}x,\, \tan^{1}(x)= \tan ^{1}x\) and \(\cos^{1}x+ \sin^{1}x=\dfrac{\pi}{2}\)
 solve problems involving inverse trigonometric functions in a variety of abstract and practical situations