Bernoulli distribution with probability of success, Basic Statistics

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Bernoulli distribution with probability of success

Let X and Y be two independent random variables, where X has a Bernoulli distribution with probability of success p = 1/2 and Y has a Bernoulli distribution with probability of success q = 1/4. Show that Z = X+Y does not have a binomial distribution.

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Basic Statistics: Bernoulli distribution with probability of success

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Basic Statistics: Bernoulli distribution with probability of success

Reference No:- TGS0753436

Have a Question? (oR Write a Review)

Recent Questions Asked Basic Statistics

Q : Compute the work performed by the expanding gas

Q : Why sec-butly alcohol loses its optical activity in sulfuric

Q : Mean of the sample means

Q : Determine the speed of the pulley

Q : Bernoulli distribution with probability of success

Q : What ratio of temperatures for two samples would produce

Q : What partial pressure of water would ensure

Q : Evaluate the magnitude of the third force

Q : Find the kinematic viscosity of fluid in given units

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Request for Solution File

Ask an Expert for Answer!!

Basic Statistics: Bernoulli distribution with probability of success

Reference No:- TGS0753436

Recent Questions Asked Basic Statistics

Q : Compute the work performed by the expanding gas

Q : Why sec-butly alcohol loses its optical activity in sulfuric

Q : Mean of the sample means

Q : Determine the speed of the pulley

Q : Bernoulli distribution with probability of success

Q : What ratio of temperatures for two samples would produce

Q : What partial pressure of water would ensure

Q : Evaluate the magnitude of the third force

Q : Find the kinematic viscosity of fluid in given units

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