(1 point) A consumer electronics store wanted to know whether its weekly advertising flyer works. To investigate, the store manager asked people leaving the store two questions: 1. "Did you see this week's advertising flyer?" 2. "Did you make a purchase today?" The data was collected and tabulated. The findings were: 26% of customers leaving the electronics store left after making a purchase. 60% of customers leaving the electronics store had seen the advertising flyer. 14.6% of customers leaving the electronics store had neither seen the advertising flyer nor made a purchase. PART A What is the probability that a randomly chosen customer leaving the electronics store made a purchase or saw the advertising flyer? Answer: (round to at least four decimals if necessary) PART B If a customer left after making a purchase, what is the probability that he/she saw the advertising flyer? Answer: (round to at least four decimals if necessary) PART C Are the events 'making a purchase at the store' and 'seeing the store's advertising flyer' independent events? A. Yes B. No