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Ready for Advanced? Trigonometric Equations and Inequations (16/04/21)

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Question 1

Column I

(1) If  are the solutions of  and  are the solutions of  then

(2) If  are the solutions of  in [0,2] and  are the solutions of cosec  in  then

(3) If  are the solution of  in  and  are the solutions of tan  in  then

(4) If  and  are solutions of the equation  then

Column II

(P)

(Q)

(R)

(S)

(T)

Question 2

The question has FOUR options. ONLY ONE of these four options is the correct answer.   
If then maximum value of is:

Question 3

Let The sum of all distinct solutions of the equation in the set S is equal to

Question 4

The solution set of |4 sin x – 1| <√5, |x|<π is

Question 5

Least positive solution of lies in

Question 6

The equation sin4 x – (k + 2) sin2x – (k + 3) = 0 possesses a solution
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Apr 16JEE & BITSAT