Pie Chart Quiz

1. Construct a pie chart using the given data: In a survey of 200 people, 40% preferred pizza, 30% preferred burgers, and 30% preferred tacos.

• Pizza: 50%, Burgers: 25%, Tacos: 25%

• Pizza: 40%, Burgers: 30%, Tacos: 30%

• Pizza: 30%, Burgers: 30%, Tacos: 40%

• Pizza: 20%, Burgers: 40%, Tacos: 40%

2. Interpret the data from the given pie chart: The pie chart shows the distribution of students' favorite sports. 40% prefer soccer, 30% prefer basketball, and 30% prefer volleyball.

• 20% prefer soccer, 40% prefer basketball, and 40% prefer volleyball

• 40% prefer basketball, 30% prefer soccer, and 30% prefer volleyball

• 50% prefer soccer, 25% prefer basketball, and 25% prefer volleyball

• 40% prefer soccer, 30% prefer basketball, and 30% prefer volleyball

3. Calculate the percentage of each category for the given pie chart: The pie chart represents the distribution of ice cream flavors among 150 people. 25% prefer chocolate, 30% prefer vanilla, and the rest prefer strawberry.

• 25% chocolate, 30% vanilla, 45% strawberry

• 15% chocolate, 35% vanilla, 50% strawberry

• 20% chocolate, 25% vanilla, 55% strawberry

• 10% chocolate, 40% vanilla, 50% strawberry

4. Compare the data using the given pie charts: Compare the distribution of favorite colors between two groups of 100 people each. Group A: 40% prefer blue, 30% prefer red, and 30% prefer green. Group B: 50% prefer blue, 20% prefer red, and 30% prefer green.

• Group B has a higher percentage of people who prefer blue as compared to Group A.

• Group A has a higher percentage of people who prefer blue as compared to Group B.

• Group A has a higher percentage of people who prefer red as compared to Group B.

• Group B has a higher percentage of people who prefer green as compared to Group A.

5. Create a pie chart from the given data: In a survey of 150 students, 40% prefer science, 30% prefer math, and 30% prefer literature.

• Create a bar chart with 40% for science, 30% for math, and 30% for literature.

• Create a pie chart with 40% for science, 30% for math, and 30% for literature.

• Create a line graph with 40% for science, 30% for math, and 30% for literature.

• Create a pie chart with 50% for science, 25% for math, and 25% for literature.

6. Calculate the angle for each category in the given pie chart: The pie chart represents the distribution of movie genres among 120 people. 20% prefer action, 40% prefer comedy, and the rest prefer drama.

• Action: 20% = 72 degrees, Comedy: 40% = 144 degrees, Drama: 100% - (20% + 40%) = 196 degrees

• Action: 20% = 60 degrees, Comedy: 40% = 120 degrees, Drama: 100% - (20% + 40%) = 60 degrees

• Action: 20% = 45 degrees, Comedy: 40% = 90 degrees, Drama: 100% - (20% + 40%) = 45 degrees

• Action: 20% = 90 degrees, Comedy: 40% = 180 degrees, Drama: 100% - (20% + 40%) = 90 degrees

7. Interpret the data from the given pie chart: The pie chart shows the distribution of students' favorite subjects. 25% prefer history, 30% prefer science, and the rest prefer literature.

• The distribution of students' favorite subjects is 40% history, 20% science, and the rest literature.

• The pie chart shows the distribution of students' least favorite subjects.

• The pie chart shows the distribution of teachers' favorite subjects, not students'.

• The distribution of students' favorite subjects is 25% history, 30% science, and the rest literature.

8. Compare the data using the given pie charts: Compare the distribution of favorite fruits between two groups of 150 people each. Group A: 35% prefer apples, 25% prefer bananas, and 40% prefer oranges. Group B: 40% prefer apples, 30% prefer bananas, and 30% prefer oranges.

• Group A has a higher preference for oranges, while Group B has a higher preference for bananas.

• Group A has a higher preference for bananas, while Group B has a higher preference for oranges.

• Group A has a higher preference for oranges, while Group B has a higher preference for apples.

• Group A has a higher preference for apples, while Group B has a higher preference for bananas.

9. Construct a pie chart using the given data: In a survey of 180 people, 45% prefer dogs, 25% prefer cats, and the rest prefer birds.

• Construct the pie chart using the percentages: 50% for dogs, 20% for cats, and 30% for birds.

• Construct the pie chart using the percentages: 40% for dogs, 30% for cats, and 30% for birds.

• Construct the pie chart using the percentages: 45% for dogs, 25% for cats, and 30% for birds.

• Construct the pie chart using the percentages: 35% for dogs, 30% for cats, and 35% for birds.

10. Calculate the percentage of each category for the given pie chart: The pie chart represents the distribution of music genres among 200 people. 30% prefer pop, 25% prefer rock, and the rest prefer hip-hop.

• 75%

• 45%

• 60%

• 40%