Answer:
Step-by-step explanation:
A scientist was interested in studying if students beliefs about illegal drug use change as they go through college. The scientist randomly selected 104 students and asked them before they entered college if they thought that illegal drug use was wrong or o.k. Four years later, the same 104 students were asked if thought that illegal drug use was wrong or o.k. The scientist decided to perform McNemar's test. The data is below. What is the proportion of students that thought that is was wrong after college? After College ( four years later) Before College O.K. Wrong O.K. 4 17 Wrong 18 65
The number of students that thought that is was wrong before college is 18+65=83
The total number of students is 104
The proportion of students that thought that is was wrong before college is
[tex]=\frac{83}{104}\\\\=0.7981\\\\ \approx 0.80[/tex]
The proportion of students who thought it wrong post college would be:
F). 0.80
Probability is described as the ratio decided through the outcomes favorable upon the total outcomes.
So,
Probability(p) = Favorable outcomes/Total outcomes
As we know,
The no. of students who thinks that it is wrong post college = 18 + 65
= 83
The total no. of students = 104
Thus, the probability = 83/104
= 0.798
Approx. 0.80 would be the proportion of the students who think so.
Thus, option F is the correct answer.
Learn more about "Probability" here:
brainly.com/question/11234923
