up image Division process is right or fail ?

The division process shown in the image is correct. Here is a detailed step-by-step verification of the division:

1. **Set up the division**: \( 137 \div 12 \).

2. **First digit (1)**: 
   - 12 does not go into 1, so we move to the next digit.

3. **First two digits (13)**: 
   - 12 goes into 13 once (since \( 12 \times 1 = 12 \)).
   - Write 1 above the division line.
   - Subtract 12 from 13, resulting in 1.
   - Bring down the next digit (7), making it 17.

4. **Next digit (17)**:
   - 12 goes into 17 once (since \( 12 \times 1 = 12 \)).
   - Write 1 above the division line.
   - Subtract 12 from 17, resulting in 5.

Thus, the result is:
\[ 137 \div 12 = 11 \, R5 \]

The division can be written as:
\[ 137 \div 12 = 11 \frac{5}{12} \]

So, the division process in the image is correct. 

Would you like further details or have any more questions?

Here are some additional questions for you:
1. How do you convert a remainder into a decimal?
2. What are the steps to perform long division?
3. How do you check the result of a division problem?
4. How can you convert an improper fraction to a mixed number?
5. What are some common mistakes to avoid in long division?

**Tip:** When performing long division, ensure each step is clearly written out to avoid errors.

Understand and verify the correctness of the long division process for 137 divided by 12. Detailed step-by-step explanation provided. Suitable for students in Grades 4-6.

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