Question: What would happen to the mean, median, and mode values, do they go up or down or stay the same if you added one player to the team whose points per game for the season was 25? Heat Data Table:
Question: What would happen to the mean, median, and
Heat Data Table:
| HEAT PLAYERS | POINTS PER GAME |
|---|---|
| Bam Adebayo | 19.1 |
| Caleb Martin | 9.2 |
| Chris Silva | 2.9 |
| Dewayne Dedmon | 6.3 |
| Duncan Robinson | 10.9 |
| Gabe Vincent | 8.7 |
| Haywood Highsmith | 2.3 |
| Javonte Smart | 5 |
| Jimmy Butler | 21.4 |
| KZ Okpala | 3.7 |
| Kyle Guy | 3.9 |
| Kyle Lowry | 13.4 |
| Marcus Garrett | 1.1 |
| Markieff Morris | 7.6 |
| Max Strus | 10.6 |
| Mychal Mulder | 7 |
| Nik Stauskas | 5.5 |
| Omer Yurtseven | 5.3 |
| P.J. Tucker | 7.6 |
| Tyler Herro | 20.7 |
| Udonis Haslem | 2.5 |
| Victor Oladipo | 12.4 |
Mean is obtained by dividing the sum of the observations with number of observations in the data set.
Median is middle most value if the number of observations in the data set is odd.
Median is the average of the middle most values, if the number of observations in the data set is even.
Mode is the value which occurs most frequently in the data set.
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