Kartar goes to a movie. The cinema hall has two entrances and three exits. In how many ways can Kartar enter and exit from the hall ?

Answer

To solve the problem of how many ways Kartar can enter and exit the cinema hall, we can break it down into steps.

### Step-by-Step Solution:

1. **Identify the Entrances and Exits**:
- The cinema hall has **2 entrances** (let's call them Entrance A and Entrance B).
- The cinema hall has **3 exits** (let's call them Exit 1, Exit 2, and Exit 3).

2. **Calculate the Ways to Enter**:
- Kartar can choose either Entrance A or Entrance B.
- Therefore, there are **2 ways to enter** the cinema hall.

3. **Calculate the Ways to Exit**:
- After entering, Kartar can choose any of the 3 exits.
- Therefore, there are **3 ways to exit** the cinema hall.

4. **Combine the Choices**:
- To find the total number of ways Kartar can enter and exit, we multiply the number of ways to enter by the number of ways to exit.
- Total ways = (Number of ways to enter) × (Number of ways to exit)
- Total ways = 2 (entrances) × 3 (exits) = 6.

### Final Answer:
Kartar can enter and exit the cinema hall in **6 different ways**.

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