Chebyshev's Inequality : P(
Normal Distribution: X ~ N (( , (2 ) A continuous r.v. X is said to have a normal distribution with parameters ( and (2 where -( < ( < ( and ( > 0. The pdf of X is . It is symmetric and bell-shaped. The standard normal random variable has (=0 and (2 =1. Z ~ N(),1) The cdf of Z is =P(Z(z). Appendix table A.3 can be used to compute . ................
................
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- 08 probability threory binomial distribution
- chapter 4 the multivariate normal distribution
- z score practice worksheet
- uniform distribution notes de anza college
- introduction to distribution systems
- stat 515 chapter 6 continuous distributions
- chebyshev s inequality p
- the normal distribution
- worksheet on normal distribution washington liberty
- mathematical statistics review rice university