What did you learn from binomial and hyper geometric distributions? Write a brief note of five lines on these distributions. Hospital records show that 75% of the patients will recover from a certain disease. i What is the probability that 2 of the 6 patients selected at random will die from a certain disease? ii. What is the probability that 4 of the 6 patients selected at random will recover from certain disease? ive of 10 new buildings in a city, violate thee building code A random sample of three

MATLAB: An Introduction with Applications
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Q#05:
a. What did you learn from binomial and hyper geometric distributions? Write a brief note of
five lines on these distributions.
b. Hospital records show that 75% of the patients will recover from a certain disease.
i. What is the probability that 2 of the 6 patients selected at random will die from a
certain disease?
ii. What is the probability that 4 of the 6 patients selected at random will recover from a
certain disease?
c. Five of 10 new buildings in a city violate the building code. A random sample of three
buildings is selected for inspection.
i. What is the probability of none of the buildings that violate the building code in a
sample of 3 buildings?
ii. What is the probability of at least one of the new buildings that violate the building
code in a sample of 3 buildings?
Solution#05 (to be typed here by the student)
Transcribed Image Text:Q#05: a. What did you learn from binomial and hyper geometric distributions? Write a brief note of five lines on these distributions. b. Hospital records show that 75% of the patients will recover from a certain disease. i. What is the probability that 2 of the 6 patients selected at random will die from a certain disease? ii. What is the probability that 4 of the 6 patients selected at random will recover from a certain disease? c. Five of 10 new buildings in a city violate the building code. A random sample of three buildings is selected for inspection. i. What is the probability of none of the buildings that violate the building code in a sample of 3 buildings? ii. What is the probability of at least one of the new buildings that violate the building code in a sample of 3 buildings? Solution#05 (to be typed here by the student)
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