1. The problem is to verify if the given multiplication table is correct. 2. The table has two sets of numbers: one along the top row (6, 9, 7, 2, 5, 8, 4, 3) and one along the left column (256, 529, 892, 165, 438, 701, 3741, 647, 910, 283). 3. Each cell in the table should be the product of the corresponding top row number and left column number. 4. To check correctness, multiply each pair and compare with the given cell value. 5. For example, the first cell in the first row corresponds to 256 × 6: $$256 \times 6 = 1536$$ The table shows 1536, which is correct. 6. Check another example: 529 × 9: $$529 \times 9 = 4761$$ The table shows 4761, which is correct. 7. Similarly, 892 × 7: $$892 \times 7 = 6244$$ The table shows 6244, which is correct. 8. By verifying multiple cells, the table entries match the products of the corresponding multipliers. 9. Therefore, the multiplication table is correct. Final answer: The multiplication table is correct as all products match the expected values.