Doughnuts and 5ks
Module
Please note that these material have not yet completed the required pedagogical and industry peer-reviews to become a published module on the SCORE Network. However, instructors are still welcome to use these materials if they are so inclined.
Introduction
The Doughnut Run 5k is a very special athletic contest, held every year since 2015. This event is put on by the local college triathlon team in Ames Iowa. In this sporting event, athletes must complete a 5k, all the while eating as many doughnuts for as big a time bonus as possible. Here are the time bonuses:
I will note that there are athletes who participated in this event who didn’ eat donuts, and have been excluded from tests and plots for the sake of doughnuts and the 5k.
In this worksheet, you will create linear models, and new data sets to answer questions.
Data
The X5KRunUnadj1 dataset contains 177 rows and 11 columns. Each row represents a runner player from the 2015 Doughnut 5k.
Data:
Variable Descriptions
| Variable | Description |
|---|---|
| Position | The place the athlete got |
| Race Number | Number on bib of racer |
| Time | Time adjusted for doughnuts ate |
| time_sec_adj | total seconds of adjusted time |
| time_sec_unadj | seconds it took to complete 5k without adjustment |
| time_sec_diff | difference between adjusted and unadjusted |
| ——————– | ———————————————————————- |
Data Sources
Materials
This data set has been made palatable so you don’t have to do the gritty work.
Find fastest runner who ate more than 10 donuts, using un-adjusted time. Then the slowest of who ate more than 10, then the fastest of who ate less than 3, and the slowest of who ate less than 3.
Create a linear model using the un-adjusted time to predict the adjusted time, then create a linear model using the donuts eaten to find adjusted time. Interpret the slope for both models.
Your turn: create a visualization of this data you think would be interesting or useful: