With the advent of online ordering, shipping has become more important to consumers. One survey showed that 80% of online consumers want same-day shipping. Another study showed that 24% of online consumers are shopping lovers who enjoy buying and purchase often. In addition, suppose that 61% of online consumers who are shopping lovers want same-day shipping. If an online consumer is randomly selected, what is the probability that a. The consumer wants same-day shipping and is a shopping lover? b. The consumer does not want same-day shipping, given that the consumer is a shopping lover? c. The consumer is not a shopping lover and the consumer does want same-day shipping? d. The consumer does not want same-day shipping, given that the consumer is not a shopping lover? 9:46 ;-- a: -. E Chegg With the advent of online ordering, shipping has become more important to consumers. One survey showed that 80% of online consumers want same-day shipping. Another study showed that 24% of online consumers are shopping lovers who enjoy buying and purchase often. In addition, suppose that 61% of online consumers who are shopping lovers want sameday shipping. If an online consumer is randomly selected, what is the probability that a. The consumer wants same-day shipping and is a shopping lover? b. The consumer does not want sameday shipping, given that the consumer is a shopping lover? c. The consumer is not a shopping lover and the consumer does want same-day shipping? d. The consumer does not want same-day shipping, given that the consumer is not a shopping lover? This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. See Answer I 4