Inverse Trigonometric Functions- Miscellaneous Ex. Q9-17 Solution | Class 12 Maths Ch 2 CBSE/IIT-JEE

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✅ In this video,

✔️ Class: 12th (2022-23)
✔️ Subject: Maths (NCERT)
✔️ Chapter: Inverse Trigonometric Functions (Chapter 2)
✔️ Topic Name: Inverse Trigonometric Functions - Miscellaneous Exercise (Part 2)
✔️ Topics Covered In This Video (By Shivani Mam): Detailed Explanation and Solutions of Miscellaneous Exercise (Q9 - Q17) from Inverse Trigonometric Functions, Class 12 Maths Chapter 2 has been discussed in the video. In this video, Ma'am will discuss and explain all the important concepts of Inverse Trigonometric Functions and will also provide helpful tips on how to answer them during the exams. The video will help students to prepare for their upcoming exams and score better in the examination.
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00:00 Introduction: Inverse Trigonometric Functions - Miscellaneous Exercise (Part 2)
00:31 Question - 9 to 17: Miscellaneous Exercise: Chapter 2
9. Prove that.
01:10:01 Website Overview
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Mam please start continuity and diffrentiability as exams are near .request from kashmir

nullvector
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32:58 π-cos^-¹x=cos(-x) when x belongs to [0, π]

soul-Scape-jp
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Mam please start continuity and diffrentiability

nullvector
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Excellent mam, such a brilliant 👏👏 teaching 😊😊

prabhatchakraborty
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45:52 ma'am if u can directly take 2sin x common from both side and then make sin by cos =tan x also their tan x =1 so our ans. Can also be pi by 4 so... why are u equate them with 0!!?

motilalparmar
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Mam main magnet brain se 10th class se padh raha hu

asianexports
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Please maam math ki do class kijiye warna hum mb k students peeche reh jayenge so I request you please maam

mohammedazaruddin
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Aap har step ko show kare mitakar osima nahi kare

rekhashankhi