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This is a division problem that seems to be working through the steps of dividing **70 by 8**. Let’s walk through the solution step-by-step.

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1. **Setting up the division**:  
   - We're dividing \(70\) by \(8\). This is set up as \(8 \div 70\) with decimal expansion since 8 does not divide 70 evenly.

2. **First step**:  
   - \(8\) goes into \(70\) **8 times** because \(8 \times 8 = 64\).

3. **Subtract**:  
   - \(70 - 64 = 6\).  
   - Write **6** under 70 in the subtraction step.

4. **Add decimal and bring down 0**:  
   - Since the remainder is 6, we need to add a **decimal point** in the quotient (answer) and continue dividing.
   - Bring down the next **0** after the decimal, making the number 60.

5. **Next step**:  
   - \(8\) goes into \(60\) **7 times** since \(8 \times 7 = 56\).
   - Subtract \(60 - 56 = 4\).

6. **Continue**:  
   - Bring down another 0, making it 40.
   - \(8\) goes into \(40\) **5 times** since \(8 \times 5 = 40\).
   - Subtract \(40 - 40 = 0\), meaning the division ends here.

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### Final Answer:
\[
70 \div 8 = 8.75
\]

The quotient is **8.75**.

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Do you need more clarification on any step? Or was the layout confusing? Let me know if you’d like any extra detail.

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### 5 Related Questions:
1. How does dividing with decimals differ from dividing whole numbers?
2. What are other ways to represent the result of 70 ÷ 8 (e.g., as a fraction)?
3. Can every division problem be solved exactly, or are some answers always approximate?
4. What’s the importance of placing the decimal correctly during division?
5. How can you estimate the result before dividing?

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### Tip:
When doing long division with decimals, always ensure the decimal in the quotient aligns correctly with the decimal in the dividend to avoid errors.

Learn how to divide 70 by 8 with step-by-step instructions, including decimal expansion. This problem demonstrates division with decimals and is suitable for students in Grades 5-6.

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