While a binomial distribution describes count data that can be classified into one of two mutually exclusive categories, a __________________ distribution describes count data that are classified into more than two mutually exclusive categories

While a binomial distribution describes count data that can be classified into one of two mutually...
Define the Binomial Probability Distribution as a fixed number of observations, and each observation is classified into one of two mutually exclusive & collectively exhaustive categories?
a multinomial probability distribution describes data that are classified into two or more categories when a multinomial experiment is carried out, tru or false?
Determine whether the given procedure results in a binomial distribution (or a distribution that can be treated as binomial). If the procedure is not binomial, identify at least one requirement that is not satisfied. Six different senators from the current U.S. Congress are randomly selected without replacement and whether or not they've served over 2 terms is recorded. Does the probability experiment represent a binomial experiment? A. Yes, because the experiment satisfies all the criteria for a binomial experiment. B....
Which one of the following statements is not an essential assumption of the binomial distribution?A. Each trial results in one of two mutually exclusive outcomesB. The experiment consists of n identical and independent trialsC. The probability of success remains constant from trial to trialD. Sampling is with replacementE. All of the above are essential assumptions of the Binomial Distribution
All electric circuit board failures can be classified into one of the following mutually exclusive and collectively exhaustive categories: assembly defects (40%), electrical component defects (35%), and mechanical defects (25%). Suppose ten boards fail independently, and let the random variables X, Y, and Z denote the number of each type of defect among the boards respectively. What is P{X=8,Z=1|Y=1}?
Use simulations to prove that the binomial distribution is correct. The binomial distribution has two parameters n and p. There are n trials and each has two possible outcomes, with probability p for “success” and 1-p for “failure”. The binomial gives the probability distribution for the number of successes in n trials. You will conduct simulations with r replicates, where each simulation replicates does n simulated “coin flips”. You will add up the number of successes in each coin flip,...
Two events with nonzero probabilities can be both mutually exclusive and independent cannot be both mutually exclusive and independent are always mutually exclusive cannot be both mutually exclusive and independent and are always mutually exclusive
Explain when will two events be independent and when will two events be mutually exclusive. Can two mutually exclusive events be independent also? Can two independent events be mutually exclusive? Suppose the experiment is roll two dice. Consider events E= both numbers are even. F = both numbers are odd, Are E and F mutually exclusive? Are they independent? Consider events U and V. U= the first number is even, V= the second number is even. Are U and V mutually...
Question 1 What level of measurement classifies data into mutually exclusive categories in which no order or ranking can be imposed on the data? O nominal O interval O ordinal O ratio
Determine whether the conditions for the binomial distribution are satisfied. If the conditions are not satisfied, state why not. A polling agency in one city randomly selects 1000 registered voters from a pool of 385,600 registered voters of whom 17% are African American. Let X be the number of African Americans in the sample. A. The conditions for binomial distribution are not satisfied. The probability of success is not the same on each trial. B. The conditions for binomial distribution...