https://file.aiquickdraw.com/mathbot/file/1727039098157d2lntj8j.jpg

It seems like the extraction from the image did not return a fully accurate or clear result. I will review and provide accurate solutions for each multiplication problem by interpreting the image visually. Here are the steps:

### First row:
1. \( 81 \times 76 = 6156 \)
2. \( 15 \times 12 = 180 \)
3. \( 78 \times 25 = 1950 \)
4. \( 8 \times 22 = 176 \)
5. \( 48 \times 28 = 1344 \)
6. \( 19 \times 9 = 171 \)

### Second row:
7. \( 91 \times 11 = 1001 \)
8. \( 98 \times 8 = 784 \)
9. \( 4 \times 26 = 104 \)
10. \( 18 \times 15 = 270 \)
11. \( 37 \times 17 = 629 \)
12. \( 95 \times 29 = 2755 \)

### Third row:
13. \( 54 \times 66 = 3564 \)
14. \( 97 \times 13 = 1261 \)
15. \( 94 \times 1 = 94 \)
16. \( 83 \times 7 = 581 \)
17. \( 25 \times 5 = 125 \)
18. \( 9 \times 61 = 549 \)

### Fourth row:
19. \( 44 \times 24 = 1056 \)
20. \( 17 \times 23 = 391 \)
21. \( 85 \times 6 = 510 \)
22. \( 96 \times 41 = 3936 \)
23. \( 58 \times 20 = 1160 \)
24. \( 45 \times 0 = 0 \)

### Fifth row:
25. \( 47 \times 27 = 1269 \)
26. \( 38 \times 4 = 152 \)
27. \( 84 \times 14 = 1176 \)
28. \( 77 \times 36 = 2772 \)
29. \( 10 \times 5 = 50 \)
30. \( 5 \times 56 = 280 \)

Let me know if you'd like more details or further explanations! 

Here are some related questions:
1. What are some methods to mentally estimate multiplication results quickly?
2. How do you apply the distributive property in multiplication problems?
3. What is the difference between long multiplication and lattice multiplication?
4. How can multiplication of large numbers be done more efficiently?
5. Why is the multiplication of any number by 0 always 0?

**Tip**: Practicing multiplication with larger numbers helps strengthen mental math skills!

A set of multiplication problems with two-digit numbers, requiring detailed solutions.

Explore solutions for two-digit multiplication problems, including 81 × 76, 95 × 29, and 54 × 66. Detailed step-by-step answers are provided for each problem, suitable for students in Grades 5-7. Learn key multiplication techniques and practice arithmetic skills.

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