Topics to study for Final Exam

1. Given M(t) moment-generating function, find mean and variance
2. Providing Normal Distribution table, mean & variance,
   find a probability of each case like one of the assignments.
3. Find c so that f(y) is a valid pdf.
4. Given F(y) (cdf), find f(y) (pdf).
5. Given f(y) (pdf), find mean, variance, and moment-generating function.
6. Find conditional probability.
7. Given joint pdf, find the marginal pdf and covariance.
   (Learn a way to sketch the region for which f(x,y)>0)
8. What is difference between two events are mutually exclusive and independent?
   Apply them to a conditional probability.
9. Review the real world applying questions on both Exams 1 & 2.
   When to use Uniform, Binormial, Hypergeometric, Poisson, and
   Geometric Distributions.