KeerthanaPosted on Statements: P≤Q>M≥N{ m{P}} le { m{Q}} > { m{M}} ge { m{N}}P≤Q>M≥N Q=S{ m{Q}} = { m{S}}Q=S Conclusions: I. S > P II. N < S a if only conclusion I is true. b if only conclusion II is true. c if either conclusion I or II is true. d if neither conclusion I nor II is true. e if both conclusions I and II are true. Answer : Option BExplanation : S=Q≥P(False){ m{S}} = { m{Q}} ge { m{P}}left( {{ m{False}}} ight)S=Q≥P(False) S=Q>M≥N(True){ m{S}} = { m{Q}} > { m{M}} ge { m{N}}left( {{ m{True}}} ight)S=Q>M≥N(True) Rate This:NaN / 5 - 1 votesAdd comment
