The image you've provided shows a set of division problems, each structured as a division problem where one number divides another. I’ll go through and solve each problem step-by-step.

Solutions

1. 4)752
   $752 \div 4 = 188$

2. 5)755
   $755 \div 5 = 151$

3. 6)756
   $756 \div 6 = 126$

4. 7)756
   $756 \div 7 = 108$

5. 8)760
   $760 \div 8 = 95$

6. 9)765
   $765 \div 9 = 85$

7. 2)768
   $768 \div 2 = 384$

8. 3)768
   $768 \div 3 = 256$

9. 4)768
   $768 \div 4 = 192$

10. 5)770
    $770 \div 5 = 154$

Each of these solutions was calculated by dividing the number inside the division bar by the number outside it.

Would you like further details on any specific calculation, or do you have any additional questions?

Here are five related questions that might help expand your understanding:

1. How can you check your answer to a division problem using multiplication?
2. What is the difference between exact division and division with remainders?
3. How would you handle division problems that don’t divide evenly?
4. How can you estimate a quotient before calculating it exactly?
5. Why is it useful to know divisibility rules for numbers like 2, 3, 4, and 5?

Tip: For large division problems, it can help to break them down into smaller, more manageable steps or check if the divisor is a factor of the dividend.