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Let S = { x ∈ (-π, π) : x ≠ 0, ±π/2 }. The sum of all distinct solutions of the equation √3 sec x +
Let S = { x ∈ (-π, π) : x ≠ 0, ±π/2 }. The sum of all distinct solutions of the equation √3 sec x + cosec x + 2(tan x - cot x) = 0 in the set S is equal to
(A) -7π/9 (B) -2π/9 (C) 0 (D) 5π/9
🚀 Need help choosing the right course or have preparation doubts?
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________________________________________
Видео Let S = { x ∈ (-π, π) : x ≠ 0, ±π/2 }. The sum of all distinct solutions of the equation √3 sec x + канала Om Sharma Sir : Pearson Author | IIT Bombay
(A) -7π/9 (B) -2π/9 (C) 0 (D) 5π/9
🚀 Need help choosing the right course or have preparation doubts?
Send a direct DM on WhatsApp: https://wa.me/917240569576
OM SHARMA Sir (B. Tech, IIT Bombay)
19+ Years Kota Coaching Experience |
National Author of 7 Pearson Books for JEE Advanced Mathematics.
🚀 Learn & Practice Through Latest updated JEE Main & Advanced Books Series
https://www.upliftmaths.com/collections/best-jee-maths-books
🚀 Weak in a specific topic?
Master it from the ground up with my specialized modular courses:
▸ Calculus Complete Course: https://www.upliftjee.com/new-courses/16-differential-integral-calculus-course-for-jee-main-advanced-by-om-sharma-sir
(Calculus Book is FREE with course)
▸ Algebra Complete Course: https://upliftjee.com/new-courses/18-algebra-complete-course-class-11-12-for-jee-main-advanced-by-om-sharma-sir
(Algebra Book is FREE with course)
▸ Co-Ordinate Geometry Complete Course: https://upliftjee.com/new-courses/38-co-ordinate-geometry-complete-course-class-11-12-for-jee-main-advanced-by-om-sharma-sir
(Co- Ordinate Geometry Book is FREE with course)
▸ Trigonometry Complete Course: https://upliftjee.com/new-courses/17-trigonometry-course-class-9-10-11-for-jee-main-advanced-by-om-sharma-sir
(Trigonometry Book is FREE with course)
🚀 Connect Directly one to one with Om Sharma sir for Academic Consultation,
Book your slot
https://www.upliftmaths.com/products/consultation-with-om-sharma-sir
📥 Download the Uplift JEE App for the FREE PDF of KOTA Modules & Study Material & Free Mock Tests:
📱 Android: https://play.google.com/store/apps/details?id=com.xsxtvl.bhkceb
🍏 iOS: https://apps.apple.com/us/app/uplift-jee/id6743924584
🌐 Web: https://www.upliftjee.com (For Theory & Practice Video Courses )
🌐 Web: https://www.upliftmaths.com (For Pearson Books & 1:1 Consultation with OM Sharma Sir )
📢 Telegram: https://www.t.me/omsir
________________________________________
Видео Let S = { x ∈ (-π, π) : x ≠ 0, ±π/2 }. The sum of all distinct solutions of the equation √3 sec x + канала Om Sharma Sir : Pearson Author | IIT Bombay
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21 мая 2026 г. 11:30:04
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