A survey is conducted at a university involving 1,300 students. The students are either male or female and are also either domestic students or international students. From the results of the survey, the following probabilities are found: probability that a random student is female is 0.45 probability that a random student is an international student is 0.50 probability that a random student is a female international student is 0.24 probability that a random student is a female domestic student is 0.21 probability that a random student is a male international student is 0.26 probability that a random student is a male domestic student is 0.29 Let the events A and B be: Event A: a random student is female Event B: a random student is an international student a) An incomplete tree diagram for this scenario is presented below. Fill in the correct number of outcomes for each part of the tree. Give your answers as whole numbers. International S Female Domestic Z International S Male E Domestic E IJ) Find the probability that a random student from this group is not an international student given that they are female. Give your answer as a decimal to 3 decimal places. P{not B given A) = \\:|