‘A + B’ means ‘A is the daughter of B’. ‘A - B’ means ‘A is the brother of B’. ‘A × B’ means ‘A is the mother of B’. ‘A ÷ B’ means ‘A is the son of B’.
Paternal grandfather
This question involves decoding relationships expressed using symbols like '+', '-', '×', and '÷'. Each symbol represents a specific relationship between two individuals, say A and B.
To solve the problem, we need to build a family tree or a chain of relationships based on the given expression: U + C × Q – P ÷ R ÷ S – T.
Let's break down the expression step by step from left to right:
Let's connect the relevant parts of the chain:
So, S is the male parent of R. R is the father of U. This means S is the father of U's father (R). The father of one's father is the paternal grandfather.
Therefore, S is the paternal grandfather of U.
Let's summarize the direct links relevant to S and U:
S ← Parent ← R ← Father ← U
Since S is male (brother of T) and R is the son of S, S is the father of R. Since R is the father of U, S is the father of U's father. This relationship is called paternal grandfather.
| Relationship Step | Deduction | Gender/Relation |
|---|---|---|
| U + C | U is daughter of C | U (Female), C (Parent) |
| C × Q | C is mother of Q | C (Female), Q (Child) |
| Q – P | Q is brother of P | Q (Male), P (Sibling) |
| P ÷ R | P is son of R | P (Male), R (Parent) |
| R ÷ S | R is son of S | R (Male), S (Parent) |
| S – T | S is brother of T | S (Male), T (Sibling) |
Combining these, we establish that C is the mother of U, Q, and P, and R is the father of U, Q, and P. R is the son of S, and S is male. Thus, S is the paternal grandfather of U.
| Symbol | Meaning | Gender Indicated |
|---|---|---|
| + | Daughter of | First person is female |
| - | Brother of | First person is male |
| × | Mother of | First person is female |
| ÷ | Son of | First person is male |
Solving blood relation puzzles effectively often involves visualizing the family tree or using diagrams. Here are some tips:
Practicing with different types of relationship codes and expressions will help improve speed and accuracy in solving these problems.
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