Question

question let ( r ) be the event that a randomly chosen person has red hair. let ( g ) be the event that a randomly chosen person has green eyes. place the correct event in each response box below to show: given that the person has red hair, the probability that a randomly chosen person has green eyes. provide your answer below: ( p(square | square) )

Explanation:

Step1: Recall conditional probability notation

Conditional probability of event \( A \) given event \( B \) is written as \( P(A|B) \).

Step2: Identify events for the problem

Here, event \( A \) (the event we want the probability of) is \( G \) (green eyes), and event \( B \) (the given event) is \( R \) (red hair).

Step3: Form the conditional probability

So the probability of \( G \) given \( R \) is \( P(G|R) \).

Answer:

\( P(G|R) \) (Fill \( G \) in the first box and \( R \) in the second box of \( P(\square|\square) \))