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Probability and Mathematical Statistics
Task 10:Percentiles for continuous random variables
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Task List
Task 1:The history of the probability theory
Task 2:Counting techniques
Task 3:Probability Measure
Task 4:Conditional probability
Task 5:Bayes'Theorem
Task 6:Independence
Task 7:Introduction
Task 8:Discrete random variables
Task 9:Distribution functions of continuous random variab
Task 10:Percentiles for continuous random variables
Task 11:Expectation
Task 12:Variance
Task 13:The inequalities of Markov and Chebyshev
Task 14:Bernoulli and binomial distributions
Task 15:Geometric distribution
Task 16:Poisson distribution
Task 17:Uniform distribution
Task 18:Normal distribution
Task 19:Exponential distribution
Task 20:Cauchy distribution
Task 21:Gamma distribution
Task 22:Bivariate discrete random variables
Task 23:Bivariate continuous random variables
Task 24:Independent random variables
Task 25:Multivariate random variables
Task 26:Sums of independent random variables
Task 27:Conditional distribution
Task 28:Expectation of sums of random variables
Task 29:Covariance,variance of sums and correlations
Task 30:The weak law of large numbers
Task 31:The central limit theorem
Task 32:The strong law of large numbers
Task 33:Some basic notions of statistics
Task 34:Sample statistics
Task 35:Sample mean and sample variance
Task 36:General concepts
Task 37:Unbiased estimators
Task 38:Properties of confidence intervals
Task 39:Hypotheses and test procedures
Task 40:Curve fitting
Task 41:Regression and method of least squares