Question
Statements:Â Only poles are wires
>Only few poles are ornaments All ornaments are copper Conclusion: I. All poles can never be copper II. Some ornaments can be wires In each of the questions below are given some statements followed by some Conclusions. You have to take the given statements to be true even, if they seem to be at variance from commonly known facts. Read all the conclusions and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts.ÂSolution
Some poles are ornaments (I) + All ornaments are copper (A) → Some poles are copper (I) → Probable conclusion → All poles can never be copper (A). Hence conclusion I follows. Only poles are wires → All wires are poles and wires cannot have any relation with others. Hence conclusion II does not follow.
If A # B means A is mother of B. A @ B means A is brother of B. A % B means A is sister of B. A $ B means A is father of B. In expression G # R $ M % H ...
Statements : R < Q ≤ T > S = V, D < F ≤ Q
Conclusions : I. T > D II. F < R
If 'X@Y' means 'X is married to Y', 'X#Y' means 'X is mother of Y', 'X$Y' means 'X is sister of Y', 'X%Y' means 'X is brother of Y. If 'L @ M # N @ O #...
If 'E & N # O' is true, then how is E related to K?
If 'V ?J + F > M' is true, then how is O related to V?
In a certain code language,
A + B means 'A is the brother of B'.
A - B means 'A is the father of B'.
A X B means 'A is the m...
If ‘W#U#T?R*S’ is true then how is T related to W?
If (A @ B) means A is son of B, (A # B) means A is father of B, (A & B) means A is mother of B, (A $ B) means A is brother of B. If R @ S&T # U $ V@ W, ...
- Which of the given expressions indicates that T is the grandmother of X?
Answer the following question based on the direction given below.
If 'A#B' means 'A is father of B'
'A@B' means 'A is brother of B' ...