Compute P(AǀB), if P(B) = 1.0 and P(A∩B) =

Statements: Q > M > Y < N = H ≥ S < V < R ≤ K

Conclusion

I: K > Y

II: N > S

Statements: P ≥ U ≥ Y > T ≤ Q = V > R > S < W

Conclusion

I: Q > S

II: T ≤ P

Statements:

C > D ≥ E ≤ F; Y ≥ Z ≥ A = C

Conclusion:

I. Y > F

II. F ≥ Y

Statements:

Q ≥ R = P; R > S ≥ Z; S ≥ B < C

Conclusions:

I. C > Z

II. B < Q

Statements:

C © S * R, U % R $ Z

Conclusions:

I. Z $ C

II. U % S

III. U © C

Statements: Q # N, N % S, S * U, U # M

Conclusions:

I. Q # S

II. Q * S

III. N % M

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

Conclusion:

I. E > D

II. D ≥ E

Statement: J < L; J ≥ H > K; L ≥ F > M

Conclusion:

I. K ≥ L

II. F ≥ J