Mind Maps for Inverse Trigonometric Functions Revision - Class 12, JEE

eSaral Academic and Editorial Team
Summary
Revise Class 12 Inverse Trigonometric Functions efficiently with concise mind maps covering key formulas, concepts, and exam-focused points for JEE, NEET, and board exam preparation.
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Get to learn all the formulae and important points of Class 12th Chapter Inverse Trigonometric Functions through this Mind Map. Download and share with your friends also.
Mind Map - 1

Mind Map - 2

Mind Map - 3

Mind Map - 4

Pair this mind map with the trigonometry formula page for the class 11 identities it assumes you already know.
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Physics Revision Series by Saransh Gupta Sir (AIR-41, IIT-BOMBAY) Chemistry Revision Series by Prateek Gupta Sir (IIT-BOMBAY, Metallurgy) Maths Revision Series by N.K. Gupta Sir (eSaral Co-founder)
Frequently Asked Questions
What is the best way to revise Inverse Trigonometric Functions for JEE Main?
The most effective approach is to use structured mind maps alongside daily problem practice. Start with domain-range tables and principal values (Mind Map 1), then move to identities and addition formulas (Maps 2–3). Solve at least 10 past JEE Main ITF questions per week. Full chapter revision should take under 30 minutes using these four visual sheets.
How many questions from Inverse Trigonometric Functions appear in JEE Main?
JEE Main typically has 1–2 questions from Inverse Trigonometric Functions per session, based on NTA's official question papers from 2019–2024. These questions often combine ITF with differentiation or definite integration, so strong formula knowledge directly improves your Calculus scores as well.
Are these mind maps enough for the Class 12 board exams?
For CBSE board exams, these four mind maps cover all the formulas and properties listed in the official NCERT Class 12 Maths syllabus. Boards primarily test domain-range, composition identities, and addition formulas — all of which appear across Maps 1–3. For full marks, also practice the NCERT exercises and exemplar problems alongside the maps.
How is tan⁻¹x + tan⁻¹y calculated?
When xy < 1, tan⁻¹x + tan⁻¹y = tan⁻¹[(x+y)/(1−xy)]. When xy > 1 and x > 0, add π to the result. When xy > 1 and x < 0, subtract π. These three cases — with their domain conditions — are the core of Mind Map 3 and are the highest-yield ITF formulas for JEE Main.
Where can I get step-by-step NCERT solutions for Class 12 Maths Chapter 2?
eSaral provides fully worked NCERT Solutions for Class 12 Maths, including every exercise and example in Chapter 2 on Inverse Trigonometric Functions. Each solution follows the CBSE step-marking format and is explained by IIT Bombay-trained faculty, making it suitable for both board and JEE preparation.

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eSaral Academic and Editorial Team
Team eSaral is the collective author profile for educational content created by eSaral’s teachers and academic contributors. The team draws on expertise from IIT graduates, doctors, experienced educators and subject specialists to develop resources for JEE, NEET and school students. Our articles aim to explain concepts clearly and help students study with confidence.
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