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A Statistical Analysis of the Westminster College Golf Program

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Galt, John. 4. 3.09. 73.56. 662. 71. 76. 71. 71. 69. 76 ... Galt, John. Rocky Mtn. high. low. Rocky Mtn. total (95% CI) 307. 289. total (95% CI) McCaslin, Jon ... – PowerPoint PPT presentation

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Title: A Statistical Analysis of the Westminster College Golf Program


1
A Statistical Analysis of the Westminster College
Golf Program
  • Gary Knight

2
The Problem
  • We WANT to win.
  • We arent WINNING.
  • While we have posted some good scores over the
    course of the season, we havent been able to
    place well as a team.
  • Is this a result of being unlucky and having poor
    timing, or is it because we just arent good
    enough?

3
Data Collection
  • All data was collected by examining fall season
    records for the Frontier Conference.
  • I recorded each male player with his respective
    team, along with 9 18-hole scores.
  • Once the scores were recorded, I calculated the
    average and standard deviation for future
    calculations.

4
Data
Here is a small excerpt from the raw data I
collected
5
Confidence Intervals
  • Once the raw data was compiled, I computed the
    player confidence intervals (at a 95 level).
  • Then, I compiled the lowest 4 scores from both
    ends of the confidence interval to create a team
    confidence interval.
  • This shows, with a 95 confidence level, what
    scores the team is likely to post on any given
    day.

6
Team Confidence Intervals
7
Hypothesis Test
  • Generally at Frontier Conference events, the
    individual medalists score around even par per
    round (72).
  • My goal is to individually medal next season, so
    I want to know if I need to improve to reach this
    level.
  • Test the hypothesis that my scoring average is 72
    or lower at a 90 confidence level.

8
Hypothesis Test
Test the claim, at a 90 confidence level, that
my average score is 72 or less. Scores in last 9
rounds 78 75 75 76 69 71 71 76
71 x 73.56 s 3.09 n 9 Ho m 72 Ha m lt
72 a .1 73.56 - 72 t -----------------------
3.09 / sqrt(9) t 1.515 Critical Value t
1.397 (right tailed test) Reject Ho. The sample
data support the claim that my mean score is
greater than 72 at a 90 confidence level.
9
Conclusion
  • Based on the testing
  • The team needs to improve if we want to win
    tournaments, its not just bad luck/timing.
  • Individually, I would need to improve to win
    medalist honors at future tournaments.

10
Thanks for your time.
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