Drawing Pie Charts (C) Worksheet | Fun and Engaging 6th Grade PDF ... - Free Printable

- Calculate the total frequency for each table.
- For the "Favorite trainers" table, the total frequency is 11 + 8 + 6 + 2 + 9 = 36.
- For the "Types of animal" table, the total frequency is 39 + 54 + 16 + 45 + 26 = 180.
- For the "N° family members" table, the total frequency is given as 240.
- Calculate the fraction for each category by dividing its frequency by the total frequency.
- For "Favorite trainers":
- Nike: 11/36
- Puma: 8/36 = 2/9
- Reebok: 6/36 = 1/6
- Gola: 2/36 = 1/18
- Adidas: 9/36 = 1/4
- For "Types of animal":
- Zebra: 39/180 = 13/60
- Monkey: 54/180 = 3/10
- Tiger: 16/180 = 4/45
- Otter: 45/180 = 1/4
- Elephant: 26/180 = 13/90
- Calculate the angle for each category by multiplying the fraction by 360 degrees.
- For "Favorite trainers":
- Nike: (11/36) × 360 = 110°
- Puma: (8/36) × 360 = 80°
- Reebok: (6/36) × 360 = 60°
- Gola: (2/36) × 360 = 20°
- Adidas: (9/36) × 360 = 90°
- For "Types of animal":
- Zebra: (39/180) × 360 = 78°
- Monkey: (54/180) × 360 = 108°
- Tiger: (16/180) × 360 = 32°
- Otter: (45/180) × 360 = 90°
- Elephant: (26/180) × 360 = 52°
- For the "N° family members" table, calculate the frequency by multiplying the percentage by the total frequency (240).
- Two: 10% of 240 = 0.10 × 240 = 24
- Three: 35% of 240 = 0.35 × 240 = 84
- Four: 22.5% of 240 = 0.225 × 240 = 54
- Five: 20% of 240 = 0.20 × 240 = 48
- Six: 12.5% of 240 = 0.125 × 240 = 30
- Calculate the angle for each category in the "N° family members" table by multiplying the percentage by 360 degrees.
- Two: 10% × 360 = 36°
- Three: 35% × 360 = 126°
- Four: 22.5% × 360 = 81°
- Five: 20% × 360 = 72°
- Six: 12.5% × 360 = 45°
- Verify that the sum of all angles in each pie chart equals 360 degrees.
- Favorite trainers: 110 + 80 + 60 + 20 + 90 = 360°
- Types of animal: 78 + 108 + 32 + 90 + 52 = 360°
- N° family members: 36 + 126 + 81 + 72 + 45 = 360°
- Use a protractor to draw each sector of the pie chart according to the calculated angles, starting from a fixed radius and moving clockwise or counterclockwise.