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- 1. Multiple Choice
sin²θcosθtanθ1- sin²θ - 2. Multiple Choice-1sin θcsc θ1
- 3. Multiple Choicecsc²θsec²θcscθ1
- 4. Multiple Choicesinθcot²θtan²θcos²θ
- 5. Multiple Choicesecθcos²θsin²θsin²θ/cos²θ
- 6. Multiple Choicecsc stan s + 1cot scot s + 1
- 7. Multiple Choicecsc²θcsc θ sec θcot θ tan θ1/sinθ
- 8. Multiple Choice1 + sec s1 + csc ssec s - 1tan² s
- 9. Multiple Choice1/cos x1cot x-1
- 10. Multiple Choicesinθcos²θsin²θ1- sin²θ
- 11. Multiple Choicecos²xsin²xcot²xtan²x
- 12. Multiple Choicecsc xsec x1/sec xcos x
- 13. Multiple Choicecsc x1/sec x1 + sec xsec x
- 14. Multiple Choicesin xcos xtan x1
- 15. Multiple Choice-1sec θ- csc θ- sec θ
- 16. Multiple ChoicePROVE 1+tan2x/cscx secx = tanxsinx/cosxcosx/sinxsec2x-1sin2x+cos2x
- 17. Multiple Choicecscx-cotx=?secxsinxtanxsinx-11-cosx/sinx
- 18. Multiple ChoiceSIMPLIFY tanx/sinx + secx2secxcosx/sinxcscxIDK
- 19. Multiple Choice(secθ-1)(secθ+1)tan2θsinθcot2θcosθ
- 20. Multiple Choicesec²θ-tan²θcot²θcscθ01
- 21. Multiple Choicecos²θ(1+cot²θ)sinθsin²θcotθcot²θ
- 22. Multiple Choicesec18°tan18°cos18°cot18°sin18°csc18°01
- 23. Multiple Choicecos35°sin55°+sin35°cos55°012sin90°cos90°
- 24. Multiple Choicecot(90⁰-θ) is equivalent to ?tanθsinθcosθsecθ
- Answer choicesTagsAnswer choicesTags