Question

what percentage of girls have blonde hair?

Explanation:

Step1: Calculate total number of girls

Total girls = 5 + 4 + 2 = 11

Step2: Calculate percentage of girls with blonde hair

Percentage = ($\frac{5}{11}$) × 100 ≈ 45.45% (But wait, maybe there's a miscalculation. Wait, looking at the table again. Wait, no, hold on. Wait the formula for percentage is (number of girls with blonde hair / total number of girls) × 100. From the table, number of girls with blonde hair is 5. Total number of girls: 5 (blonde) + 4 (brown) + 2 (red) = 11. 5/11×100≈45.45%. But wait, maybe the table has more data. Wait no, the problem is "what percentage of girls have blonde hair". So formula is (blonde girls / total girls) ×100.

Wait another approach:
Assume the data in the table:
Hair color | Boys | Girls
--- | --- | ---
Black | |
Blonde | | 5
Brown | | 4
Red | | 2

Total girls = 5 +4 +2=11
Percentage = (5 /11)×100 ≈45.45%. But wait, maybe the user made a typo. Wait no, wait the options given in the screen (though not clear). Wait another check: 5/11≈0.4545, 0.4545×100 =45.45%. But if we assume that maybe the total is miscalculated. Wait no, the formula is correct.

Answer:

Approximately 45.5% (If we follow strict calculation: $\frac{5}{5 + 4+ 2}\times100=\frac{5}{11}\times100\approx45.5\%$)