Answer:
27.2% for both missed and made shots, both male and female, combined.
60.714% (approx) for only made shots, both male and female, combined.
Step-by-step explanation:
68 females made the shot in the study, and if we were to randomly select a data point randomly based on both the shots missed and shots made, we would have a 27.2% chance of choosing a female that made the shot in the entire study. Since 68 females made the shot and there are a total of 250 data points for the entire study, we can divide the number of females who made the shot by the total to yield the probability of choosing a female who made the shot. Thus, 68/250 = 27.2%.
If we were to randomly select a data point randomly based on only the shots made, we would have a 60.714% chance of choosing a female that made the shot in the only pertaining to shots made, not missed. Since 68 females made the shot and there are a total of 112 data points for the "shots made" total, we can divide the number of females who made the shot by the total of the "shots made" total to yield the probability of choosing a female who made the shot. Thus, 68/112= 60.714%.
Hope this helps!
