1. The problem presents a 3-column numeric table with values and asks for calculations related to percentages: 50%, 55%, and 56%. 2. Since the exact question is not explicitly stated, we assume it involves calculating the percentage of the bold numbers relative to the sums of their respective columns or rows. 3. First, identify the bold numbers: 25 (Column 1, Row 3), 15 (Column 2, Row 3), and 12 (Column 3, Row 3). 4. Calculate the sum of each column: - Column 1 sum: $21 + 10 + 25 + 15 + 13 = 84$ - Column 2 sum: $16 + 30 + 15 + 20 + 19 = 100$ - Column 3 sum: $20 + 17 + 12 + 40 + 23 = 112$ 5. Calculate the percentage of each bold number relative to its column sum: - For 25 in Column 1: $$\frac{25}{84} \times 100 = 29.76\%$$ - For 15 in Column 2: $$\frac{15}{100} \times 100 = 15\%$$ - For 12 in Column 3: $$\frac{12}{112} \times 100 = 10.71\%$$ 6. None of these percentages match the given percentages 50%, 55%, or 56%, so let's check the row sums for the row containing the bold numbers (Row 3): - Row 3 sum: $25 + 15 + 12 = 52$ 7. Calculate the percentage of each bold number relative to the row sum: - For 25: $$\frac{25}{52} \times 100 = 48.08\%$$ - For 15: $$\frac{15}{52} \times 100 = 28.85\%$$ - For 12: $$\frac{12}{52} \times 100 = 23.08\%$$ 8. The 48.08% is close to 50%, but the others do not match 55% or 56%. Without further context, the problem likely asks to identify or compare these percentages. Final answer: The percentage of 25 relative to its row sum is approximately 48.08%, close to 50%. The other percentages do not match 55% or 56%.