Probability and Combinatorics

How likely is an event likely to happen? This is an essential question that is asked by professionals in a host of different fields. Probability helps to quantify a response, often relying on algorithms of combinatorics to count the number of favorable outcomes in a given scenario. Maybe you want to understand the efficacy of a revolutionary cancer treatment better, or think more critically about the P-values that deem a trial successful or unsuccessful. Maybe you are curious about the decision-making of professional poker players, or are interested to explore how meteorologists use this same theoretical math in their daily forecast of the weather. Maybe you see probability in sports, or combinatorics in computer science. Whatever the application is that interests you, here you will develop the advanced algorithms for counting which provide the groundwork for probability theory. In this course, you will develop an understanding of the mathematics that helps to inform the decisions we make every day. 

Students can opt to take this class at the Honors level 

Prerequisites: Integrated Math 3 or Algebra 2 and Geometry

• Interests: Business, Engineering, Math, Politics, Sports
• Grades: 11th, 12th
• Subjects: Mathematics