rd.com/ultra/courses/_23310_1/cl/outline * Question Completion Status: QUESTION 3 8 points Video 5-6 | Conditional Probability & Formulas Out of all the cities in New York State, about 64.5% of them were founded before the year 1900 and roughly 48.4% have a population larger than 20,000 people. There is a 0.403 probability that a New York city will have been founded before 1900 and have a population larger than 20,000 people. Use this information to answer each of the following problems below. Give your answers in decimal form. a. Given that a city was founded before 1900, what is the probability that its population is larger than 20,000 people? Round your answer to the nearest thousandth. p(larger than 20,000 | founded before 1900) = b. Given that a city has a population that is larger than 20,000 people, what is the probability that it was founded before 1900? Round your answer to the nearest thousandth. p(founded before 1900 | larger than 20,000) =