Sample spaces, basic axioms of probability, Bayes’ theorem, expectation, common discrete and continuous distributions, moment generating functions, central limit theorem, inequalities, convergence of random variables, and transformations of random variables.

Prerequisites:

• [MATH-171] Calculus II -- with a grade of at least C.

Teaching history:

• 2019 Fall

  -- D. Gerberry.
• 2018 Fall

  -- R. Bower.
• 2017 Fall

  -- G. Sokolov.
• 2016 Fall

  -- A. Schwab-McCoy.
• 2015 Fall

  -- A. Schwab-McCoy.
• 2013 Fall

  -- G. Malla.