Simplify the following trigonometric expression:

Statements: J @ K, K $ L, L & M, M % N

Conclusions: I. K @ M                  II. N & J

Statement: M < N ≤ O = P, Q ≥ O ≤ R ≤ Z

Conclusion: I. Q > M                       II. Z > M

In the following question, the statement is followed by two conclusions. Which of the two conclusions is/are true?

Statements : T % W % B $ I @ L 

Conclusions : 

I. B * T 

II. L © B 

III. L * T

Statements: D ≥ E > F; G < H ≤ F; H > I

Conclusions:

I. D > H

II. I < E

  III. F > I

Statements: A @ Z, Z # L, L % N, N @ U

Conclusions:

I. A @ N

II. Z @ U

III. A # L

Statements: L > M > Z ≥ S < R = O < N

Conclusion 

I. N ≥ L                 

II. L > S

Statements: S > U ≥ V = X, Y < M < X, Y = T ≥ W

Conclusions:

I. S > Y

II. M ≤ U

III. W < X

Statements: I ≥ J ≤ K = L ≤ M; G ≤ H < I; M ≤ N < O ≥ P

Conclusions:

I. M < H

II. N ≥ J

III. M ≥ H

Statements: B > A = D ≥ C = I ≥ H > E > F > G

Conclusions:

I. C ≥ E

II. E > C

III. A ≥ D