If DRIVER = 12, PEDESTRIAN = 20, ACCIDENT = 16, then CAR = ?

Question

Accepted Answer

To determine why Option 2 (which is 6) is the correct answer for the question, we need to identify a pattern or rule that applies to the given words and their corresponding numbers.

### Explanation:

1. **Identifying the Pattern:**
   - Let's examine the words and their corresponding numbers:
     - DRIVER = 12
     - PEDESTRIAN = 20
     - ACCIDENT = 16

- One possible pattern is to count the number of letters in each word:
     - DRIVER has 6 letters.
     - PEDESTRIAN has 10 letters.
     - ACCIDENT has 8 letters.

- Now, let's see if there's a consistent relationship between the number of letters and the given numbers:
     - DRIVER (6 letters) = 12
     - PEDESTRIAN (10 letters) = 20
     - ACCIDENT (8 letters) = 16

- Notice that each number is twice the number of letters in the word:
     - For DRIVER: 6 letters × 2 = 12
     - For PEDESTRIAN: 10 letters × 2 = 20
     - For ACCIDENT: 8 letters × 2 = 16

2. **Applying the Pattern to CAR:**
   - CAR has 3 letters.
   - Following the identified pattern, we multiply the number of letters by 2:
     - 3 letters × 2 = 6

3. **Conclusion:**
   - Therefore, the correct number for CAR, following the established pattern, is 6.

### Why Other Options are Incorrect:

- **Option 1 (3):** This option suggests that the number for CAR is equal to the number of letters in the word, without any multiplication factor. This does not follow the pattern established by the other words, where the number is twice the number of letters.

- **Option 3 (8):** This option does not fit the pattern because it does not result from multiplying the number of letters in CAR by 2. It does not align with the consistent rule applied to the other words.

- **Option 4 (16):** This option is incorrect because it suggests a number that is much larger than the result of multiplying the number of letters in CAR by 2. It does not follow the established pattern.

In conclusion, Option 2 (6) is the correct answer because it adheres to the consistent pattern of multiplying the number of letters in the word by 2, as demonstrated with the other examples.