Question

Match the distribution to the description

Group of answer choices

Bernoulli

Binomial

Geometric

Negative Binomial

Poisson

Counting the number of occurrences of an event in a continuous interval

the sum of n independent bernoulli trials

given a series of independent bernoulli trials, stop when you get r successes (where r can be any positive integer)

given a series of independent bernoulli trials, stop when you get the first success

outcome can be classified in one of two mutually exclusive and exhaustive ways and a success has probability of success p

Answer #1

Counting the number of occurrences of an event in a continuous interval

Poison

the sum of n independent bernoulli trials

Binomial

given a series of independent bernoulli trials, stop when you get r successes (where r can be any positive integer)

Negative binomial

given a series of independent bernoulli trials, stop when you get the first success

Geometric

outcome can be classified in one of two mutually exclusive and exhaustive ways and a success has probability of success p

Bernoulli

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Bonus Group Project 1: Negative Binomial
Distribution
Negative Binomial experiment is based on sequences of Bernoulli
trials with probability of success p. Let x+m be the number of
trials to achieve m successes, and then x has a negative binomial
distribution. In summary, negative binomial distribution has the
following properties
Each trial can result in just two possible outcomes. One is
called a success and the other is called a failure.
The trials are independent
The probability of success, denoted...

1. A normal distribution has a mean of 105.0 and a standard
deviation of 18.0. Calculate the Z score that you would use in
order to find the probability P(X>111.0)
2. A statistical experiment involves recording the number of
times a light blinks during intervals of varied durations.
Historically, the light blinks at a rate of 5.1 times per minute on
average. Calculate the probability that in a randomly selected
5.5-minute interval, the light blinks 31 times.
3. Consider a...

MATHEMATICS
1. The measure of location which is the most likely to
be
influenced by extreme values in the data set is the a. range
b.
median c. mode d. mean
2. If two events are independent, then a. they must be
mutually
exclusive b. the sum of their probabilities must be equal to one
c.
their intersection must be zero d. None of these alternatives
is
correct. any value between 0 to 1
3. Two events, A and B,...

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