ma small town only three news papers. A. B. and C, are available for the readers.Suppose that 60% of readers subscribe to newspaper A, that 40% subscribe to newspaperB, and that 30% to newspaper C. Suppose also that 20% of them subscribe to both A andB, that 10% subscribe to both A and C, that 20% subscribe to both B and C, and that 5%subscribe to all three newspapers.Q6a) Construct Venn diagram to present the above situation.b) What percentage of newspaper readers subscribes at least one of the three newspapers?c) What percentage of newspaper readers subscribes none of the three newspapers?

The Venn diagram is a visual representation to show the relation and proportion of each possible…

Answered: Q6 r a small town only three news…

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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6.2
A medical study followed 13 heart patients who had received electronic pacemakers. The time in ( months ) to the first electrical malfunction was recorded. 12 22 18 14 3 15 8 18 28 5 10 20 28 Assume the population is normally distributed ( Round your answers to the nearest thousandth ) Question 10 Calculate the estimated standard error of the mean. Blank 1 Blank 1 Add your answer Question 11 Determine the critical value t for a = 0.02. Blank 1 Blank 1 Add your answer
2. Mobile phone operator TELE2 has at least 4 tariffs: Brivais(B), Savejis(S), Smart(SM), Zelts(Z). In 2019Y the proportion of clients for each tariff is: B=5%; S=50%; SM-15%; Z=30%. Possible changes from one type of tariff to another for the following year are the following: to B to S to SM to Z from B 5% 2% 1% 1% 1% from S 3% 1% from SM 5% 5% from Z 5% 4% 3% Find initial distribution, Transition matrix (stochastic matrix), stationary distribution and plot a graph for transition of one step. bain ic the following
2.). Suppose a student earned grades of 92, 73, 85, 62 and 74 on five quizzes, a grade of 86 on her final, and an 89 on her class project. The five quizzes count for 65% of the grade (each quiz carries the same weight), the final counts for 25%, and the project counts for 10%. What weighted grade would the student earn in the course, rounded out one decimal placce? 74
five hundred forty-eight runners participated in a recent race. Twenty-six runners did not finish the race. Half of those who did finish completed the race in less than 2 hours. Which of the following is the number of runners who completed the race in less than 2 hours? a. 274 b. 248 c. 261 d. 522
Suppose in a small town there are three places to eat, a Chineserestaurant, a Mexican restaurant, and a pizza place. Everyone in town eats dinnerin one of these places or has dinner at home. Assume that 20% of those who eat inthe Chinese restaurant go to Mexican next time, 20% eat home and 30% go to thepizza place. From those who eat in the Mexican restaurant, 10% go to the pizzaplace, 25% go to the Chinese restaurant, and 25% eats at home next time. Fromthose who eat at the pizza place, 30% eat at home, 30% eat at the Chineserestaurant, and 10% eat at the Mexican restaurant next time. Those who eat athome, 20% go to the Chinese restaurant, 25% go to Mexican restaurant, and 30% tothe pizza place. a. Set us the matrix of transition probabilities and show the transition b. Find the steady state probabilities c. In the long run, which restaurant will have the most customer

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