14= (cote) then 1) 4 > 12 >t3 > 14 2) 14 > 13 >4 >t2...

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14= (cote) then 1) 4 > 12 >t3 > 14 2) 14 > 13 >4 >t2 3) な>ち>な>な 4)な>な>ち>な 22. The greatest among (sinl+ cosl), (Vsin1 +Vcos1),(sin1-cosl) and 1 is 1) sin1+cos1 2) Vsin1+V /cos1 3) sin1-cosl 4) 1 23. If the inequality sin x+a cos x+a >1+cosx holds for any xeR, then the largest negatilve integr value of a is 1) -4 2) -3 3) -2 4) -1 Numerical Value type questions 24. If sec e+sec² 0 = 10+ tan* 0+ tan 0, then sin? 0 25. If secx+ secx =1 then the value of tan x-tan“ x-2 tan x+ 1 will be equal to 26. 3(sin x-cos x)* +6(sin x+ cos x)² +4(sin° x+ cosx) is equal to sin x cOS X tan x cot x 27. The minimum value of the function f(x)=- V1- cos? x V1-sin x Vsec? x-1 V cosecʻx- whenever it is defined is 28. If tan A+ cot A = 4 then tan A + cot A 29. If xsin 0+ycos 0= sin Ocose and xsin0 = ycos0 then x2+y² is equal to LEVEL-II (ADVANCED) Single answer type questions two angles such that A,Be (0,T), and satisfy sin A+sin B= 1 and and R are 14= (cote) then 1) 4 > 12 >t3 > 14 2) 14 > 13 >4 >t2 3) な>ち>な>な 4)な>な>ち>な 22. The greatest among (sinl+ cosl), (Vsin1 +Vcos1),(sin1-cosl) and 1 is 1) sin1+cos1 2) Vsin1+V /cos1 3) sin1-cosl 4) 1 23. If the inequality sin x+a cos x+a >1+cosx holds for any xeR, then the largest negatilve integr value of a is 1) -4 2) -3 3) -2 4) -1 Numerical Value type questions 24. If sec e+sec² 0 = 10+ tan* 0+ tan 0, then sin? 0 25. If secx+ secx =1 then the value of tan x-tan“ x-2 tan x+ 1 will be equal to 26. 3(sin x-cos x)* +6(sin x+ cos x)² +4(sin° x+ cosx) is equal to sin x cOS X tan x cot x 27. The minimum value of the function f(x)=- V1- cos? x V1-sin x Vsec? x-1 V cosecʻx- whenever it is defined is 28. If tan A+ cot A = 4 then tan A + cot A 29. If xsin 0+ycos 0= sin Ocose and xsin0 = ycos0 then x2+y² is equal to LEVEL-II (ADVANCED) Single answer type questions two angles such that A,Be (0,T), and satisfy sin A+sin B= 1 and and R are