This section provides the course exams, practice exams, and solutions.

This page includes review for exams, practice exams, exams, and solutions.

a. Set up an integral (DO NOT SOLVE) to find the probability that X is greater than 2Y. b. Find the conditional distribution of Y given X.

The Probability (P) Exam covers the fundamental concepts of probability theory and their application in actuarial science. The exam includes topics such as ...

What is the probability that he/she has lung cancer? If the chosen person has lung cancer, what is the conditional probability that it is a non-smoking male?

Describe a) (4 points) the conditional probabilities in the discrete case; b) (4 points) the conditional distribution function in the jointly continuous case; c ...

Exam Procedures: Students must bring their USCID cards to the midterms and to the final exam. Phones must be turned off. Cheating on an exam results in a score ...

Probability Theory and Stochastic Processes. EXAM February 1, 2016. Time limit: 2 hours. Each question: 2.5 points. (1) Let (Ω, J,P) be a probability space. (a) ...

for 5 points. You need to solve 12 subquestions to reach the maximal total of 60 points. You need at least 31 points to pass the exam. General instructions.

Use the Central Limit. Theorem (applied to a negative binomial random variable) to estimate the probability that more than 50 tosses are needed. (c) Compare ...