A video game software designer is looking to design a game targeted toward adults age 25–35 years. She collects data on the following. D = event person has a college degree C = event person has at least one child (a) The software designer collects data and finds the following. P(C ∩ D) = 0.13 P(C) = 0.67 P(D) = 0.21 What is the probability that a randomly selected adult age 25–35 years has no children? (b) Now the software designer wants to know the probability that the person does not have a college degree. (c) The software designer also wants to know the probability that a randomly selected adult age 25–35 years has a least one child or a college degree.