In a certain code language,
'A + B' means 'A is the mother of B'
'A - B' means 'A is the brother of B'
'A × B' means 'A is the wife of B'
'A # B' means 'A is the father of B'
Based on the above, how is W related to P if 'W × V # T - R + S × P'?
- AWife's mother's sister's daughter
- BWife's mother
- CWife's mother's mother
- DWife's mother's sister
Solution & Step-by-step Explanation
Let's decode the expression 'W × V # T - R + S × P' step by step from left to right:
'W × V' → W is the wife of V (W is Female, V is Male).
'V # T' → V is the father of T.
'T - R' → T is the brother of R (T is Male).
'R + S' → R is the mother of S (R is Female).
'S × P' → S is the wife of P (S is Female, P is Male).
Now let's trace the relationship between W and P:
S is the wife of P.
R is the mother of S. So, R is P's wife's mother (mother-in-law).
T is the brother of R, and V is the father of T and R.
W is the wife of V, which means W is the mother of R (and T).
Therefore, since R is P's wife's mother, and W is R's mother, W is the mother of P's wife's mother.
In other words, W is P's Wife's mother's mother.
'W × V' → W is the wife of V (W is Female, V is Male).
'V # T' → V is the father of T.
'T - R' → T is the brother of R (T is Male).
'R + S' → R is the mother of S (R is Female).
'S × P' → S is the wife of P (S is Female, P is Male).
Now let's trace the relationship between W and P:
S is the wife of P.
R is the mother of S. So, R is P's wife's mother (mother-in-law).
T is the brother of R, and V is the father of T and R.
W is the wife of V, which means W is the mother of R (and T).
Therefore, since R is P's wife's mother, and W is R's mother, W is the mother of P's wife's mother.
In other words, W is P's Wife's mother's mother.