If p `-=` "She goes to market" and
q `-=` "She buys some fruits".
then choose the correct symbol for the given statement :
Either she goes to market or she buys some fruits :

Options

A. `p vv q`
B. `p ^^ q`
C. `~| p vv q`
D. `p vv ~| q`

Answer

To solve the problem, we need to express the statement "Either she goes to market or she buys some fruits" using the symbols P and Q.

### Step-by-Step Solution:

1. **Identify the Statements**:
- Let \( P \) represent the statement "She goes to market".
- Let \( Q \) represent the statement "She buys some fruits".

2. **Understand the Logical Structure**:
- The phrase "Either ... or ..." indicates a logical disjunction. In logical terms, this is represented by the symbol \( \lor \) (which means "or").

3. **Formulate the Disjunction**:
- The statement can be expressed as:
\[ P \lor Q \]
- This means "P or Q", which translates to "Either she goes to market or she buys some fruits".

4. **Conclusion**:
- Therefore, the correct symbol for the statement "Either she goes to market or she buys some fruits" is:
\[ P \lor Q \]

### Final Answer:
The correct symbol for the given statement is \( P \lor Q \).

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