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The image you uploaded contains multiple long division problems that need to be solved. Here’s a step-by-step solution for each one:

1. **9877 ÷ 14**:
   - Quotient: 705
   - Remainder: 7

2. **8553 ÷ 14**:
   - Quotient: 610
   - Remainder: 13

3. **8669 ÷ 15**:
   - Quotient: 577
   - Remainder: 14

4. **3367 ÷ 14**:
   - Quotient: 240
   - Remainder: 7

5. **1708 ÷ 23**:
   - Quotient: 74
   - Remainder: 6

6. **4837 ÷ 22**:
   - Quotient: 219
   - Remainder: 19

7. **4408 ÷ 28**:
   - Quotient: 157
   - Remainder: 12

8. **5446 ÷ 33**:
   - Quotient: 165
   - Remainder: 31

9. **9979 ÷ 36**:
   - Quotient: 277
   - Remainder: 7

10. **3067 ÷ 41**:
   - Quotient: 74
   - Remainder: 33

11. **4839 ÷ 52**:
   - Quotient: 93
   - Remainder: 3

12. **5479 ÷ 58**:
   - Quotient: 94
   - Remainder: 7

Would you like to go over the detailed steps for any of these divisions?

Here are five related questions:
1. How does long division handle decimal results if needed?
2. What is the method for checking if the remainder is correct in division?
3. How does division work with negative numbers or decimals?
4. How can you estimate the quotient quickly before fully dividing?
5. What is the significance of the remainder in real-life applications?

**Tip**: Always verify your division by multiplying the quotient with the divisor and adding the remainder. This should equal the original dividend.

Solve the long division problems such as 9877 ÷ 14 and 8553 ÷ 14.

Get detailed step-by-step solutions for long division problems such as 9877 ÷ 14, 8553 ÷ 14, 3367 ÷ 14, and more. Learn how to divide large numbers with remainders, and understand the concept of division through these exercises, suitable for students in Grades 4-6.

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