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To solve this division problem using the standard algorithm, let's walk through the steps:

1. We are dividing \( 313 \) by \( 13 \).
2. We already see that \( 13 \) goes into \( 31 \) twice (since \( 13 \times 2 = 26 \)), and the remainder is \( 5 \) (since \( 31 - 26 = 5 \)).
3. Now, the next step is to bring down the next digit from the dividend (which is \( 3 \)) to form the number \( 53 \).

Thus, the number you need to bring down is **3**, and this fills the green box.

Would you like a more detailed explanation or have any additional questions?

Here are 5 related questions to consider:
1. What is the next step after bringing down the 3?
2. How do you decide how many times \( 13 \) fits into \( 53 \)?
3. What happens if the remainder is larger than the divisor?
4. How can you check your answer once you complete the division?
5. Why is the remainder important in division?

**Tip:** When dividing, always focus on one digit at a time and bring down digits from the dividend systematically to maintain accuracy.

What number do you bring down in the division of 313 by 13?

Learn how to solve the division of 313 by 13 using the standard algorithm. This problem focuses on understanding long division and how to bring down numbers step by step for accurate results. Suitable for students in Grades 4-6.

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