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Summary IB MATH IA: Relationship between a basketball player's height (in centimeters) and their shooting skill assessed by true shooting percentage

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A correlational study of the height of basketball players and their shooting skills

Institution
Senior / 12th Grade
Course
Mathematics









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Institution
Senior / 12th grade
Course
Mathematics
School year
4

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Uploaded on
February 26, 2025
Number of pages
15
Written in
2024/2025
Type
Summary

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Mathematics AI SL Internal Assessment

Relationship between a basketball player's height (in
centimeters) and their shooting skill assessed by true
shooting percentage

Candidate Number:ksr505




Page Count:15

, 2


Introduction

As a person who has played basketball for 7 years and has a small height, I used to blame my

height every time I lost a ball or had an unsuccessful attack. In the world of basketball, my

position itself (point guard) seems to carry some expectations and assumptions often regarding

height and physical characteristics. Not only about the position of a point guard but all the

positions in itself. For example, the position of shooting guard implied that a person must have a

good height in order to succeed in their shooting. Contemplations about the physical

characteristics of a player inevitably determining the shooting skills drove me to choose the topic

of the correlation between height and the true shooting percentage of the player. Basketball's

True Shooting Percentage (TSP%) is a metric that evaluates a player's shooting efficiency overall

by accounting for free throws, three-pointers, and two-pointers. My aim for this investigation is

to prove the general opinion in basketball that taller people have better skills in shooting than

shorter people.




Methodology

In order to investigate the correlation between two variables, I chose 10 NBA teams and from

each one, I took 2 tallest players and 2 shortest. This way I thought that the contrast of True

Shooting Percentage between the two groups would be more visible. After that, I conducted a

Pearson correlation test in order to find the correlation coefficient and prove my hypothesis.
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