Direction: In the following question assuming the given statements to be true, find which of the conclusion among given conclusions is/are definitely true and then give your answers accordingly.
Statements: Z < P ≤ A = J ≥ T > N; T ≥ L = E; A < D; V < S > J > R
Conclusions:
I. V > N
II. D > E
III. D < E
IV. D = EGiven statements: Z < P ≤ A = J ≥ T > N; T ≥ L = E; A < D; V < S > J > R
On combining: Z < P ≤ A = J ≥ T ≥ L = E; T > N; A < D; V < S > J > R.
Conclusions:
I. V > N → False (as V < S > J; J ≥ T; T > N; V < S > J ≥ T > N → thus clear relation between V and N cannot be determined).
II. D > E → True (as A = J ≥ T ≥ L = E; A < D; D > A = J ≥ T ≥ L = E; D > E)
III. D < E → False (as A = J ≥ T ≥ L = E; A < D; D > A = J ≥ T ≥ L = E; D > E)
IV. D = E → False (as A = J ≥ T ≥ L = E; A < D; D > A = J ≥ T ≥ L = E; D > E)
Therefore, only conclusions II is true.