Which among the following is a requirement for breaking

Statements: M < N = G > P, P ≥ Z ≥ Y

Conclusions:

I. N > Y

II.G > M

Statements: X < H = U ≤ I < N = M, M > B ≥ V

Conclusions:

I. I > V

II. U ≥ M

Statements: A > F < C; D ≤ E < F > B; I ≤ E < D

Conclusions:

I. C > I

II. E < A

III. D ≥ A

Statement: C < X ≤ B > E < L < I

Conclusion: I. X > L           II. B > C

Statements : T % W % B $ I @ L 

Conclusions : 

I. B * T 

II. L © B 

III. L * T

Statements: B & C, C # D, D @ E, E % F

Conclusions: I.    C & F                     II. E # B

Statements: P ≥ Q > R; S < T ≤ R; T > V

Conclusions:

I. P > T

II. V < Q

  III. R > V

Statements: T > U ≥ V; W ≥ X < V; X > Y > Z

Conclusions:

I. T > Z

II. V ≥ Y

III. U ≥ X

Statements: A > Y = D > Q, M ≤ B > P > Y

Conclusion:

I. Y ≤ M

II. B > Q  

Statements: W ≤ T = R; T < U < S; X = W ≥ Y

Conclusions:

I. S > Y

II. W ≥ S

III. U ≥ Y