Question

question 32 (1 point) saved exhibit 7 - 6 a student is randomly selected from a large college. define the events c = (the student owns a cell - phone) and d = (the student owns an ipod). refer to exhibit 7 - 6. which of the following is the correct notation for the percentage of students who own a cell phone but not an ipod? p(c|d) p(c|d^c) p(c^c and d) p(c and d^c) question 33 (1 point) saved

Explanation:

Step1: Interpret the event

We want the probability of students who own a cell - phone but not an iPod. The event of owning a cell - phone is \(C\) and the event of not owning an iPod is \(D^{c}\). The probability of both events occurring simultaneously is given by the intersection of the two events, which is \(P(C\cap D^{c})\).

Answer:

\(P(C\cap D^{c})\)