2. Consider the following COMPLETELY HYPOTHETICAL scenario. The data used here are not real, Many people are often tempted to run red lights as they drive, especially if they are in a hurry. The major worry about running red lights if that you might get into an accident. As you are now an expert in probability and statistics, you decide to figure out the risk you take in running red lights and how that compares to the same risks if you do not run a red light. You have consulted with the local police department and received the following data about people's behavior in traffic: On average, people get into accidents about 4.5 percent of the time (probability of 0.045) . Among people who get into an accident, about 32 percent have run red lights (probability of 0.32) . Among people who do not get into an accident, about 1 1 percent have run a red light (probability of 0.11) a. What is the probability of getting into an accident if you run a red light? (12 points) b. What is the probability of getting into an accident if you do not run a red light? (12 points)| c. What do these probabilities indicate about the risks of running a red light? (6 points)