22. If tan 1) TE 4 sin x siny 23. If tund=- 29. If + 3....

 

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22. If tan 1) TE 4 sin x siny 23. If tund=- 29. If + 3. =tan 22 and tan y v then +B= √x(x²+x+1) 4) 7/2 1) 7 3) - Y 2) 24 24. In a ABC, if tand: tan B:tan C=3:4:5, then the value of sinA.sin B.sin C is equal to then COS.X Cos y a) tan(a+B-Y) tany tan(o-B+y) tan tanß= 26. If tan-x+tan 2x + tan 3x=tan xtan 2x tan 3x then √3 2 2√5 7 2√5 3) 1) √5 9 25. In a APOR, if 3sin P+4cosQ=6 und 4sinQ+3 cos P=1, then the angle R equal to 5% TU 3r 4 6 Fr007ICAL C 3+sin 1+ 3sin² x Numerical Value type questions sin3x+cos3x| COS.x 27. If -2 and cos(x-y)=- then tan y = Cos y 28. If sine, sin 0₂ -cose, cose, +1=0, then the value of tan(0, /2)cot(0₂/2) is equal to 3r 30. The value of tan(a+B). given that coto= α€ π, 3) 31. If sin0=3sin(8+20) then the value of tan(0+0)+2 tance is 32. The value of sin230-sin260-sin290+. (BY) then sin 20+ sin 28+ sin 2y = 1 b) // Cos y COS X 3) b) s/w. 3 3030 LEVEL-II (ADVANCED) Single answer type questions 1. If U, = sin nesec 8, V₁ = cosmesec" @ for n=0, 1, 2, then F-V + Utane = ? a) 0 b) 1 c) sin d) cose 2. If 4>0,B>0 and 4+B=1/3, then the maximum value of tan 4 tan B is +sin²840+ sin²870+sin²90° is NA0040 and 2 If tano is equal to the integral solution of the inequality 4x²-16x+15<0 and cosß is equal to slope of the bisector of the coordinate axes in the first quadrant, then sin(a+B) sin(x-3) is equal 1 c) seeß= 4 4) 2 4) sin y sin x SOCO 4300) 2 3√5 20 BE Tis d) d) 6 22. If tan 1) TE 4 sin x siny 23. If tund=- 29. If + 3. =tan 22 and tan y v then +B= √x(x²+x+1) 4) 7/2 1) 7 3) - Y 2) 24 24. In a ABC, if tand: tan B:tan C=3:4:5, then the value of sinA.sin B.sin C is equal to then COS.X Cos y a) tan(a+B-Y) tany tan(o-B+y) tan tanß= 26. If tan-x+tan 2x + tan 3x=tan xtan 2x tan 3x then √3 2 2√5 7 2√5 3) 1) √5 9 25. In a APOR, if 3sin P+4cosQ=6 und 4sinQ+3 cos P=1, then the angle R equal to 5% TU 3r 4 6 Fr007ICAL C 3+sin 1+ 3sin² x Numerical Value type questions sin3x+cos3x| COS.x 27. If -2 and cos(x-y)=- then tan y = Cos y 28. If sine, sin 0₂ -cose, cose, +1=0, then the value of tan(0, /2)cot(0₂/2) is equal to 3r 30. The value of tan(a+B). given that coto= α€ π, 3) 31. If sin0=3sin(8+20) then the value of tan(0+0)+2 tance is 32. The value of sin230-sin260-sin290+. (BY) then sin 20+ sin 28+ sin 2y = 1 b) // Cos y COS X 3) b) s/w. 3 3030 LEVEL-II (ADVANCED) Single answer type questions 1. If U, = sin nesec 8, V₁ = cosmesec" @ for n=0, 1, 2, then F-V + Utane = ? a) 0 b) 1 c) sin d) cose 2. If 4>0,B>0 and 4+B=1/3, then the maximum value of tan 4 tan B is +sin²840+ sin²870+sin²90° is NA0040 and 2 If tano is equal to the integral solution of the inequality 4x²-16x+15<0 and cosß is equal to slope of the bisector of the coordinate axes in the first quadrant, then sin(a+B) sin(x-3) is equal 1 c) seeß= 4 4) 2 4) sin y sin x SOCO 4300) 2 3√5 20 BE Tis d) d) 6