Question

Help needed for this question (I would like if you could explain how to do the problem to me, I keep getting .715)! It is as follows: A certain college recorded the major for students enrolled in statistics during the fall semester. The information is listed in the following table.
If a student is randomly chosen, what is the probability that the student is a man or education major?

Answer 1

There are 143 men. There are 65 education majors. There are 26 men who have an education major. So, the total number of students who meet the criteria (man or education major) = Total number of Men + Total number of Education Majors - Total number of men with education majors = 143 + 65 - 26 = 182.

There are a total of 291 students. So, the probability that the student was a man or education major = 182 / 291 = 0.625.