In a certain country, 43% of the population has type A blood. Suppose 21 people from that country are randomly chosen. Find the probability that (round all probabilities to four decimal places):(a) Exactly five people have type A blood. [Probability box](b) Strictly more than eighteen people have type A blood. [Probability box](c) At most sixteen people have type A blood. [Probability box](d) Between five and eighteen (inclusive) people have type A blood. [Probability box](e) Also find the mean number of people out of 21 who have type A blood, and the standard deviation to two decimal places. Mean (\(\mu\) = [Mean box]) Standard Deviation (\(\sigma\) = [Standard deviation box])

In certain country, 43% of the population has type A blood. Suppose 21 people from that country are randomly chosen. Find the probability that: (Round all probabilities to four decimal places.) (a) exactly five people have type A blood. (b) strictly more than eighteen people have type A blood. (c) at most sixteen people have type A blood. (d) between five and eighteen (inclusive) people have type A blood. (e) Also find the mean number of people out of 21 who have type A blood, and the standard deviation to two decimal places. f= σ=

In certain country, 43% of the population has type A blood. Suppose 21 people from that country are randomly chosen. Find the probability that: (Round all probabilities to four decimal places.) (a) exactly five people have type A blood. (b) strictly more than eighteen people have type A blood. (c) at most sixteen people have type A blood. (d) between five and eighteen (inclusive) people have type A blood. (e) Also find the mean number of people out of 21 who have type A blood, and the standard deviation to two decimal places. f= σ=

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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