1. The problem asks us to draw an accurate pie chart representing the frequency of meals ordered on a Sunday. 2. The data given is: - Chicken: 14 - Beef: 9 - Pork: 57 - Vegetarian: 10 3. First, calculate the total number of meals ordered: $$14 + 9 + 57 + 10 = 90$$ 4. To draw a pie chart, we convert each frequency into an angle out of 360 degrees using the formula: $$\text{Angle} = \frac{\text{Frequency}}{\text{Total}} \times 360$$ 5. Calculate each angle: - Chicken: $$\frac{14}{90} \times 360 = 56$$ degrees - Beef: $$\frac{9}{90} \times 360 = 36$$ degrees - Pork: $$\frac{57}{90} \times 360 = 228$$ degrees - Vegetarian: $$\frac{10}{90} \times 360 = 40$$ degrees 6. These angles sum to 360 degrees, confirming correctness. 7. The pie chart will have sectors with these angles starting from the top (0 degrees) and moving clockwise. Final answer: The pie chart sectors are Chicken 56°, Beef 36°, Pork 228°, Vegetarian 40°.