If A $ B means A is son of B, A # B means A is brother of B and If A * B means A is father of B, then what does X $ Y # Z * W mean?
X is son of W's father's brother
The problem defines three relationship symbols:
We need to break down the expression step-by-step from right to left:
Combining the steps:
Since X is the son of Y, and Y is the brother of Z (who is W's father), X is the son of W's father's brother.
The relationship derived, "X is the son of W's father's brother", matches the meaning provided in Option 4.
If P $ Q means P is the husband of Q; P ! Q means P is the mother Q and P * Q means P is the daughter of Q, which of the following shows that Z is brother of W's wife, if Z is male?
If P $ Q means P is the brother of Q; P ! Q means P is the mother Q and P * Q means P is the son of Q, which of the following shows that W is brother of Z?
A # B means ‘A is the father of B’.
A @ B means ‘A is the son of B’.
A & B means ‘A is the sister of B’.
A % B means ‘A is the wife of B’.
If W # Q @ T & Y @ M % K, then how is K related to W?
If 'A % B' means A is the father of B, 'A * B' means A is the mother of B, 'A @ B' means A is the wife of B, then Which of the following means that X is the grandmother of Y?
In a certain code language,
'A - B' means 'A is father of B'
'A + B' means 'A is mother of B'
'A × B' means 'A is husband of B', and
'A ÷ B' means 'A is the son of B'.
If 'U ÷ Q ÷ P - R × S + T × V', then how is U related to V?