In a certain code language, A + B means 'A is the mother of B', A - B means 'A is the sister of B', A × B means 'A is the husband of B', A ÷ B means 'A is the daughter of B'. Based on the above, how is Q related to T if ' P + Q × R - S ÷ T'?
Daughter's husband
The problem asks us to determine the relationship between Q and T based on a given expression 'P + Q × R - S ÷ T' and a set of coded relations. Let's first understand the meaning of each symbol in the given code language:
Now, let's break down the given expression step by step and translate each part into blood relations:
Let's combine these individual relationships to establish connections between the individuals P, Q, R, S, and T:
Since S is the daughter of T and R is the sister of S, R is also the daughter of T (assuming they share the same parent, T). We have established that Q is the husband of R.
Therefore, Q is the husband of T's daughter (R).
We need to find out how Q is related to T. From our analysis:
Since Q is the husband of T's daughter (R), Q is T's daughter's husband.
Let's check the derived relationship against the given options:
Our conclusion that Q is T's daughter's husband aligns with Option 3.
| Expression Part | Relation |
|---|---|
| P + Q | P is mother of Q |
| Q × R | Q is husband of R (R is wife of Q) |
| R - S | R is sister of S |
| S ÷ T | S is daughter of T |
From R is sister of S and S is daughter of T, we get R is daughter of T. Since Q is husband of R, Q is husband of T's daughter.
| Code | Relation |
|---|---|
| A + B | A is mother of B |
| A - B | A is sister of B |
| A × B | A is husband of B |
| A ÷ B | A is daughter of B |
Blood relation questions test your ability to understand and decode relationships between individuals in a family. These questions often involve symbols or coded language to represent relationships, or they might be presented in a descriptive paragraph.
Key strategies for solving blood relation problems:
Practicing various types of blood relation problems, including coded relations, helps improve speed and accuracy in competitive exams.
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