What is a cumulative distribution function?
What is a Cumulative Distribution Function or CDF in case of random variables?
If U is the mean of a continuous random variable X, is the CDF of X always 1/2 at U? What is the difference between a probability density function and a cumulative distribution function? How do we calculate probability from cumulative distribution function for mixed random variable? What purpose does a random population distribution serve? What is meant by distribution of a sequence? What is the difference between a discrete random variable and a continuous random variable? What is the difference between discrete and continuous random variables? What's an intuitive explanation of the density of a continuous random variable? What's the difference between survival distribution function and cumulative function? Why do they call it survival? What are the features of a normal distribution? What is the distribution of the maximum of n Exponential random variables, each with a different mean? Probability Density Functions: Find the constant k so that f(x) is a pdf of the continuous random variable x? Why is the normal distribution important? How is a probability density function used in practice? How can I understand the definition of a random variable? Assuming that x is random variable. Prove mathematically that μx= μ (the mean of the probability distribution is equal to the mean in the population? What is Remittances for example P.O, D.D. CDR.? How do you find the standard deviation of a probability distribution? What are some examples? Why is the binomial distribution important? What is digital distribution and what are some examples of digital distribution? What does cumulative mass function mean? Markov Chain Monte Carlo: What is a quasi-stationary distribution? If X is uniformly distributed over (a,b) find a random variable which is some function of X that is distributed as U(0,1).? How do you find the standard deviation of a given probability distribution? Let x and y be independent random variable with distribution N(0.1). show that x+y and x-y are independent N(0,2) distributed random variable? What is the difference between a sampling distribution and the distribution of a sample? What is the method of finding the joint probability density function f(x,y) from its frequency table? What is empirical sampling distribution? How is it used? What is the difference between normal distribution and uniform distribution? How uniform distribution converts to normal distribution?