https://file.aiquickdraw.com/mathbot/file/17303146131670esp0r1u.jpg

To solve this puzzle, let's analyze the transformations applied to each number on the left to get the corresponding number on the right:

**Observation and Analysis:**
1. Notice the structure:
   - **398 → 964**
   - **118 → 164**
   - **356 → 936**
   
   Looking at each case individually:
   
   - **398 → 964**: It appears that each digit in the number is transformed independently to form the new number. Breaking down the transformation:
     - `3` becomes `9`
     - `9` remains `9`
     - `8` becomes `4`
   
   - **118 → 164**:
     - `1` remains `1`
     - `1` becomes `6`
     - `8` becomes `4`
   
   - **356 → 936**:
     - `3` becomes `9`
     - `5` becomes `3`
     - `6` remains `6`

The transformations don't follow a simple addition or subtraction rule, so it may be using a custom mapping of digits.

To continue this pattern for **423**, we apply the same transformations seen in the previous examples:

- **4** might transform to **8** (since it's often close to doubling or specific mappings)
- **2** might transform to **6** (following patterns in other mappings)
- **3** could transform

What is the answer to 423 based on the transformation pattern provided in the image?

Explore the transformation puzzle to find the answer for 423 using the pattern in this sequence. Learn about number transformations and pattern recognition suitable for Grades 5-7.

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