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Boards Concepts Booster Class 10 Trigonometric Identities

Class 10 Trigonometric Identities Booster for Board Exam. Students can study from this comprehensive conceptual PDfs and videos on Trigonometric Identities and its various sub-topics for effective board exam preparation. The concept booster helps the student to swiftly revise the important concepts just before the board exam.<br>For more such video solutions/Pdf solution, visit https://doubtnut.com and clear your doubt instantly.

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Boards Concepts Booster Class 10 Trigonometric Identities

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  1. BOARDS CONCEPTS BOOSTER TRIGONOMETRIC IDENTITIES  Download Doubtnut Today Ques No. Question CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 1 1. What is identity?  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 2 2. Prove sin2θ + cos2θ = 1  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 3 3. Prove sec2θ = 1 + tan2θ  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES

  2. 1. TRIGONOMETRIC IDENTITIES 4 4. Prove cosec2θ = 1 + cot2θ  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 5. Show : 2sec2θ − sec4θ − 2cosec2θ 5 + cosec4θ = cot4θ − tan4θ  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 6 6. For any acute angle ; Prove (i) tan = sin /cos (ii) cot = cos /sin θ θ θ θ θ θ θ  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 7. Prove 1 1 + sinθ 7 1 + 1 − sinθ = 2sec2θ  Click to LEARN this concept/topic on Doubtnut

  3. CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 1. TRIGONOMETRIC IDENTITIES 8. Show : (1 + tan2θ)(1 8 + sinθ)(1 − sinθ) = 1  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 2. SOME COMPLEX QUESTIONS 1. If cosθ + sinθ = √2cosθ 9 ; show that cosθ − sinθ = √2sinθ  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 2. SOME COMPLEX QUESTIONS 2. If asinθ + b cosθ = ; prove that acosθ − b sinθ = c 10 ±√a2+ b2− c2  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES

  4. 2. SOME COMPLEX QUESTIONS 3. (tanA + cosecB)2 11 − (cotB − secA)2 = 2tana cotB (cosecA + secB)  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 2. SOME COMPLEX QUESTIONS 12 4. If and ; show that q(p2− 1) = 2p sinθ + cosθ = p secθ + cosecθ = q  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 2. SOME COMPLEX QUESTIONS 5. If 13

  5. (1 + sin2θ = 3sinθcosθ 1 ; Find value of tanθ = 1 and 2  Click to LEARN this concept/topic on Doubtnut CONCEPT FOR BOARDS || Chapter TRIGONOMETRIC IDENTITIES 2. SOME COMPLEX QUESTIONS sinθ =24 6. If Find the value of 25 14 cosθ; tanθ; cotθ; using trigonometric identities secθ and cosecθ  Click to LEARN this concept/topic on Doubtnut  Download Doubtnut to Ask Any Math Question By just a click  Get A Video Solution For Free in Seconds  Doubtnut Has More Than 1 Lakh Video Solutions  Free Video Solutions of NCERT, RD Sharma, RS Aggarwal, Cengage (G.Tewani), Resonance DPP, Allen, Bansal, FIITJEE, Akash, Narayana, VidyaMandir  Download Doubtnut Today

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