Find the least number which when divided by 11,12,13,14 and 15 leaves the remainder 2 in each case.

Statements:  J > K ≥ L = M; N ≥ K > P

Conclusions:     

  I.  J > P

II .  L ≥ N

III. P =M

Statements: T > S > R, L ≥ D < R, L ≤ O ≤ Z

Conclusions:

I. T > L

II. S > D

III. Z ≥ R

Statements:

C © S * R, U % R $ Z

Conclusions:

I. Z $ C

II. U % S

III. U © C

Statements:        M @ N % Z #  C & B $ A  # E; W $ Z @ C

Statements: J > K = L ≥ M; O ≥ R ≥ P ≥ S ≤ M

Conclusions:

I. O > K

II. M < O

III. S ≤ J

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

Conclusions:

(i) E ≥ G

(ii) A < E

(iii) B ≤ G

(iv) C < F

Statements: X ≥ W > O = F ≥ B ≥ J; M < A ≤ J

Conclusions:

I. M < B

II. O ≥ A

III. O < A

Statements: Y < X ≥ B < V; A < L ≤ K; R ≤ F ≤ O < X; V ≤ K

Conclusions:

I. R < K

II. A < B

III. Y < F