Question

the table above summarizes the results of 200 law school graduates who took the bar exam. passed bar exam did not pass bar exam took review course did not take review course 18 82 7 93 the surveyed graduates who passed the bar exam is chosen at random for an interview, what probability that the person chosen did not take the review course? a) $\frac{18}{25}$ b) $\frac{7}{25}$ c) $\frac{25}{200}$ d) $\frac{7}{200}$ e)

Explanation:

Step1: Find total number of passed students

The number of passed students is \(18 + 7=25\).

Step2: Find number of passed - students who didn't take review course

The number of passed students who didn't take the review course is \(7\).

Step3: Calculate the probability

The probability \(P\) that a passed - student did not take the review course is the number of passed students who didn't take the review course divided by the total number of passed students. So \(P=\frac{7}{25}\).

Answer:

B. \(\frac{7}{25}\)