Given statements: Y ? K < D = S; D < B < O; A ? D < Z
On combining: Y ? K < D < B < O; A ? D = S; D < Z
Conclusions:i. A > B?False (as A ?D < B?thus clear relation between A and B cannot be Determined)
ii. Y < Z?True(as Y ?K < D < Z?Y < Z)
Therefore, only conclusionIIis true.
Given statements: A > C; G > E; G ? C; R ? I; K ? IOn combining: A > C ? G > E; K ? I ? RConclusions:i. A > G?True (as A > C ?G?A > G)ii. C > E?True (as C ?G > E?C > E)Therefore, both conclusions are true.
Given statements: Z ? K < D = S; D < A < O; G ? D < ROn combining: Z ? K < D < A < O; S = D < R; G ? D < RConclusions:i. G > A?False (as G ?D < A?clear relation between G and A cannot be Determined)ii. Z < R?True (as Z ?K < D < R?Z < R)Therefore, only conclusion II is true.
Given statements: C ? R ? N = M ? F; Q ? M < O; D ? L; C ? D ? S ? ZOn combining: C? R ? N = M < O; F ? M = N ? R ? C ? D ? S ? ZConclusions:i. R ? F?False (as F ?M = N ?R?clear relation between R and F cannot be Determined)ii. C < Q?false (as C ?R ?N = M ?Q?C?Q)Therefore,None is true
Comments
There are no comments.Copyright ©CuriousTab. All rights reserved.