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I am taking an introductory probability course in college, and I'm trying to find practice problems to ready myself for my final exam; to give you an idea of the range of subject matter, the problems would have to deal with everything from combinatorics and simple expected value, to multi-variable density/distribution functions and conditional distributions, to the central limit theorem, moment-generating functions, and chebyshev's inequality, as well as much more in between which I haven't mentioned. If it helps, my course is using "A First Course in Probability, Eight Edition," by Sheldon Ross. The only reason I don't use the book's problems is because I've already done many of the easier problems in the book, and the more difficult ones won't be representative of the exam.