The question is in the photo below: the answer options are in the second photo

Choose... V Pr(Y n P) Pr(Y | P) Pr(P | Y) Pr(P) Pr(Y) Pr (Y UP)QUQStiO" 6 The Rec Centre has analysed its records for customer use of the yoga and pilates classes. They found that the probability that Not yet a customer takes yoga classes is 0.20, the probability that a customer does not take pilates classes is 0.60, and the answer\" probability that a customer takes both yoga and pilates classes is 0.05. Marked out of 300 The Rec Centre manager has asked you to use this information to calculate the probability that a customer takes either yoga or pilates classes (or both), the probability that if a customer takes yoga classes they also take pilates classes, and the V Remove ag probability that a customer takes yoga classes given that they take pilates classes. The events of interest are defined as 0 Y for the event "customer takes yoga classes" 0 Y\" for the event "customer does not take yoga classes" 0 P for the event "customer takes pilates classes" 0 Pc for the event "customer does not take pilates classes" Match the words to the correct representation in probability symbols: The probability that a customer takes either yoga or pilates classes (or both) is represented as Choose... A The probability that if a customer takes yoga classes they also take pilates classes is represented as Choose... A The probability that a customer takes yoga classes given that they take pilates classes is represented as Choose... A