One who believes in many

Statements: I < G = Z = X ≤ A ≤ R < N > D = V

Conclusions:

I. I > D

II. R ≥ G

III. X < V

Statements : I @ L © R * A $ M 

Conclusions : 

I. R * M 

II. A % L 

III. A % I

Statements: D ≤ R < E = F, W = B > A ≥ F

Conclusions:

I. E = W

II. D < B

Which of the following does not make J @ K and R # K definitely not true?

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

Statements: N < G ≥ F > E ≥ D, D = O ≥ I > P

Conclusions:

I. D < G

II. N > I

III. P < E

Which of the following expressions will be true if the expression ‘J ≥ K > L ≥ M’ is definitely true?

Statements: G > P > Y ≥ E = N ≥ Q ≥ Z

Conclusions:

I. P > Z

II. Q ≤ Y

Statements:

S ≥ T ≤ D > P; F ≥ T > J ≥ Y

Conclusions:

I) Y < S

II) F > P

Statements: F > T = O > E < P ≤ X > H < M

Conclusion I: F ≥ E

II: X > E