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Class 12 Maths Practice Test - Inverse Trigonometric Functions
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Avg score: 84% • Most missed: “\(sin^{-1}⁡x\) is same as \((sin⁡x)^{-1}\).”

Related Test: Class 12 Maths Practice Test - Inverse Trigonometry

Class 12 Maths Practice Test - Inverse Trigonometric Functions
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10 Questions

1. What is the principle value of \(sec^{-1}⁡(\frac{2}{\sqrt{3}})\).
2. What is the value of \(tan^1⁡\frac{1}{√3}-sin^{-1}⁡1+ cos^{-1}\frac{⁡1}{2}\) is ________
3. \(sin^{-1}⁡x\) is same as \((sin⁡x)^{-1}\).
4. \(tan^{-1}\sqrt{3}+sec^{-1}⁡2 – cos^{-1}⁡1\) is equal to ________
5. Find the value of \(cos⁡(sin^{-1}⁡\frac{\sqrt{3}}{2})\) is _____
6. Find the value of \(sin^{-1}⁡(sin⁡ \frac{4π}{3})\) is _______
7. The domain of sin-1⁡(3x) is equal to _______
8. What is the value of 5 \(cos^{-1}\frac{⁡1}{2} + 7 sin^{-1}⁡(\frac{-1}{2})\) ?
9. If \(cos^{-1}⁡x=y\), then which of the following is correct?
10. [-1, 1] is the domain for which of the following inverse trigonometric functions?

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