The problem given below consists of a question and two statements numbered I and II. You have to decide whether the data provided in the statements are sufficient to answer the question.

**How many sisters does Sunny have?**
- **Statement I:** Sunny is the only son of his parents.
- **Statement II:** Sunny’s parents have three children.

Question

The problem given below consists of a question and two statements numbered I and II. You have to decide whether the data provided in the statements are sufficient to answer the question.

**How many sisters does Sunny have?**  
- **Statement I:** Sunny is the only son of his parents.  
- **Statement II:** Sunny’s parents have three children.

Accepted Answer

To determine how many sisters Sunny has, analyze both statements:

1. **From Statement I:** Sunny is the only son of his parents. This implies there are no other male siblings, but it does not provide information about the total number of children or sisters. Hence, this statement alone is insufficient.

2. **From Statement II:** Sunny’s parents have three children. However, this statement does not specify the gender of these children or whether Sunny has any sisters. Hence, this statement alone is also insufficient.

3. **Combining Statements I and II:** From Statement I, we know that Sunny is the only son, and from Statement II, we know there are three children in total. Therefore, the remaining two children must be Sunny's sisters.

Thus, both statements together are sufficient to conclude that Sunny has **two sisters**, making option **(3)** correct.

Answer

Answer

Answer