1. Christmas Nerd Distribution By: Avery Hodgdon and Jeungjin Lee

3. Nerds

4. Introduction  We chose to examine the distribution of Nerd colors because we are nerds.  We needed 3 mini boxes of Nerds  There are 3 colors of Nerds within each of the boxes: green, red, and white.  The flavors are watermelon, cherry, and pineapple

5. Intro. (Continued)  We counted the number of each color of Nerds within each of the 3 boxes.  We then weighed each Nerd color within each box.  We believed that there was not any pattern; equal number of nerds for each color

6. Quantity data Box 1: Green=67Red=65White=53 Box 2: Green=46Red:54White=52 Box 3: Green=47Red=54White=47

7. Quantity Histogram

8. Quantity Pie Graphs

9. Weight Data (Grams) Box 1:  Green=6.9 8  Red=4.78  White=2.8 9 Box: 2 Green=4.68Red=4.16White=3.78 Box 3: Green=5.3Red=3.94White=2.97

10. Weight Histogram

11. Weight Pie Graphs

12. Conclusion  We found that green was the most in weight  Red is the most in quantity  The white was the least in weight and quantity for each box  We tried to make a box plot and an XY graph but they weren’t effective because of the lack of data.

13. Conclusion (Cont.)  Quantity of nerds is a normal distribution: the percent of each color of nerds is about equal: Red=35.7%, Green=33%, White=31.3%Red=35.7%, Green=33%, White=31.3%  Weight of nerds is not equally distributed; green has the most weight and white the least.  We were astonished to find that there are about 160 nerds in one box (about a half ounce)  We love statistics. period.