SN IS SO WS SV R S CUNDTWIUN WS TN S S I e thatthe chances are SO% that 2 persons out of 4 will have the heart disease. i) What is the probability that a rndomly selected individual will have the hean disease? i) What i the probability that he will have t0 exsmine at least 20 persons o get the required sample? i) What is the average number of attempts required? v) Mentiy the distribution and sketch it ) What will you say about the symmetricity and peakedness of the distribution? 6. (b) In a clinical trial, the researcher needs 10 candidates with a heart disease. The researcher knowsthat the chances are 50% that 2 persons out of 4 will have the heart disease.i) What is the probability that a randomly selected individual will have the heart disease?ii) What is the probability that he will have to examine at least 20 persons to get the requiredsample?i) What is the average number of attempts required?iv) Identify the distribution and sketch it.v) What will you say about the symmetricity and peakedness of the distribution?

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Description: SN IS SO WS SV R S CUNDTWIUN WS TN S S I e thatthe chances are SO% that 2 persons out of 4 will have the heart disease. i) What is the probability that a rndomly selected individual will have the hean disease? i) What i the probability that he will h

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MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

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SN IS SO WS SV R S CUNDTWIUN WS TN S S I e thatthe chances are SO% that 2 persons out of 4 will have the heart disease. i) What is the probability that a rndomly selected individual will have the hean disease? i) What i the probability that he will have t0 exsmine at least 20 persons o get the required sample? i) What is the average number of attempts required? v) Mentiy the distribution and sketch it ) What will you say about the symmetricity and peakedness of the distribution?

6. (b) In a clinical trial, the researcher needs 10 candidates with a heart disease. The researcher knows
that the chances are 50% that 2 persons out of 4 will have the heart disease.
i) What is the probability that a randomly selected individual will have the heart disease?
ii) What is the probability that he will have to examine at least 20 persons to get the required
sample?
i) What is the average number of attempts required?
iv) Identify the distribution and sketch it.
v) What will you say about the symmetricity and peakedness of the distribution?

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