The table below shows all the students who were enrolled in Math class land whether or not they passed the class.
In Person Class | Online Class / Hybrid | Total | |
Passed | 471 | 75 | 546 |
Did Not Pass | 271 | 99 | 370 |
Total | 742 | 174 | 916 |
Using the values calculated from the table to justify your answer, are students who take statistics in person more or less likely to pass than those who take statistics online?
Solution:
First we will calculate Probabilities from joint probability table
P(Statistic in Person class and passed) = No. of student who take statistic in person and Passed) / Total no. Of sample = (471/916) = 0.5142
P(Who take statistic online and passed) = No. Of student who take statistic online and passed/ Total no. Of sample = (75/916) = 0.0819
So from these above Probabilities students who take statistics in person is more likely to pass than those who take statistics online.
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