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← Bihar Board Class 12 PYQ
Inverse Trigonometric Functions
Bihar Board Class 12 · Mathematics · 106 past questions
Topic
Complementary-angle identities and sum relations
6
Addition and subtraction formulas
2
Definitions, domain and principal values
2
Multiple-angle and algebraic simplification forms
2
Principal value of compositions
2
Derivatives of inverse trig functions
0
Proofs, conditional identities and equations
0
Level
Easy
13
Moderate
1
Tough
0
Year
2026
25
2025
18
2024
14
2023
15
2021
17
2019
5
2018
5
2017
3
2016
5
2015
5
15 of 106 ·
show all
Q57
2023
$|x| \le 1$, $2\tan^{-1}x =$
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Q58
2023
2023 Set E
$x \in R, \cot^{-1}x =$
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Q59
2023
2023 Set E
$\tan^{-1}\left(\dfrac{x+y}{1-xy}\right) =$
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Q60
2023
$\sin^{-1}\left(\sin\dfrac{2\pi}{3}\right) =$
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Q61
2023
2023 Set E
$\sin\left(\sin^{-1}\frac{1}{2}\right) =$
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Q62
2023
2023 Set E
$\sin^{-1}x + \sin^{-1}y =$
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Q63
2023
$x \in [-1, 1], \sin[2(\sin^{-1}x + \cos^{-1}x)] =$
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Q64
2023
$x \in R, \text{cosec}(\tan^{-1}x + \cot^{-1}x) =$
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Q65
2023
$|x| \ge 1, \tan\left[\dfrac{2}{3}(\tan^{-1}x + \cot^{-1}x)\right] =$
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Q66
2023 Set E
$x \in [-1, 1]$, $\sin\left[2\left(\sin^{-1}x + \cos^{-1}x\right)\right] =$
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Q67
2023 Set E
$x \in R$, $\operatorname{cosec}\left(\tan^{-1}x + \cot^{-1}x\right) =$
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Q68
2023 Set E
$|x| \geq 1$, $\tan\left[\frac{2}{3}\left(\tan^{-1}x + \cot^{-1}x\right)\right] =$
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Q69
2023 Set E
$|x|\le 1,\ 2\tan^{-1}x=$
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Q70
2023 Set E
Find the principal value of $\mathrm{cosec}^{-1}\,2$.
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Q71
2023 Set E
$\sin^{-1}\left(\sin\dfrac{2\pi}{3}\right)$
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