Let's put this rules in practice: a. In a survey of hospital nursing from a Washington state hospital it was found that 92% of the nurses were female, that 74% had received their nursing degree in Washington state, and 70% were both female and had received their nursing degree in Washington state. (Smith, 2007). If a nurse is chosen at random from those sampled, find the probability of the following events. • Getting a nurse w did not receive their nursing degree in Washington state • Getting a nurse who is a female and received their nursing degree in Washington state. Getting a nurse who is a female or received their nursing degree in Washington state.

Let's put this rules in practice: a. In a survey of hospital nursing from a Washington state hospital it was found that 92% of the nurses were female, that 74% had received their nursing degree in Washington state, and 70% were both female and had received their nursing degree in Washington state. (Smith, 2007). If a nurse is chosen at random from those sampled, find the probability of the following events. • Getting a nurse w did not receive their nursing degree in Washington state • Getting a nurse who is a female and received their nursing degree in Washington state. Getting a nurse who is a female or received their nursing degree in Washington state.

Name: View OptionsLecturelntros - Goog XO Lumen OHM- MAT120.7681FA xPost At
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: View OptionsLecturelntros - Goog XO Lumen OHM- MAT120.7681FA xPost Attendee- Zoom6 Faculty and Staff Portal My LeNd3solWKTTX44 hz6umEOSRdg6TCnthhrGhE/editHelpLast edit was 9 minutes ago13.5E===1ヨE E XLet's put this rules in practice:a. In a survey o

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

6. A survey by Altgeld Travel Magazine found that 85% of airline passengers prefer to sleep during their flights. Ifwe randomly select 9 passengers, what is the probability that…. (a) Exactly 8 passengers prefer to sleep during their flights? (b) 8 or more passengers prefer to sleep during their flights?
Consider the experiment of tossing a coin twice and then rolling a dice a. Develop a tree diagram for the experiment b. List the experimental outcomes c. What is the probability for each experimental outcome? d. Is this an question based on independent event or this is mutually exclusive? Please explain your answer.
In a representative household telephone survey of 2,876 adults, 15% reported that they own at least one gun. Of those that own a gun, 3% own a handgun. Suppose that one of the 2,876 adults surveyed is randomly selected. a. What is the probability that the adult owns at least one gun? b. What is the probability that the adult owns at least one gun and the gun is a handgun? a. The probability that the adult owns at least one gun is (Simplify your answer. Type an integer or a decimal. Do not round.)
3. An airline tracks data on the flight arrivals. Over the past 6 months, 65 flights on one route around early, 130 arrived on time, 15 were late, and 30 were cancelled. A. What is probability the flight is early? On time? Late? Canceled? B. Are thes outcomes exclusive? C. What id the probability that a flight is either early or on time?
4. Six employees of a marketing firm had effectiveness ratings as follows: 0.72, 0.46, 0.59, 0.64, 0.81 and 0.76. Find the probability of selecting an employee with the indicated effectiveness rating.a. Greater than 0.75. b.Less than 0.75 but greater than 0.5. c. Greater than the mean. d. Not less than 0.9.
Review the definitions and examples of probability of events and their complementary events. A survey of 451 Salinas residents showed 389 voted in a recent election. When making a selection from the 451 surveyed, what is the probability the person voted in a recent election? When making a selection from the 451 surveyed, what is the probability the person did not vote in a recent election?
b. In a survey of 99 families in Karachi, 45 were low income families who at some point in time were involved in electricity theft. 13 were low income families who never did any violation. 16 were high income families who involved in electricity theft, and 25 high income families never did any violation. If One of these subject is randomly selected, what is the probability of: i. Low income families or someone who did electricity theft. ii. Low income families or someone who did not do violation. iii. High income families or someone who did electricity theft.
The article “Men, Women at Odds on GunControl” (Cedar Rapids Gazette, September 8, 1999) includedthe following statement: “The survey found that 56% ofAmerican adults favored stricter gun control laws. Sixty-sixpercent of women favored the tougher laws, compared with45% of men.” These figures are based on a large telephonesurvey conducted by Associated Press Polls. If an adult isselected at random, are the events selected adult is female andselected adult favors stricter gun control independent events?Explain.
Based on a study by Dr. P. Sorita at Indiana University, assume the eye colors in the United States are distributed as follows: 40% brown, 35% blue, 12% green, 7% gray, 6% hazel a. If one person is randomly selected, what is the probability that this person will have brown or blue eyes? b. If two people are randomly selected, what is the probability that at least one of them has brown eyes?
Mrs. Bukovac compiled the following table to compare the hand dominance of 200 Cleveland Heights High School students and what methods they prefer using to communicate with their friends. Communication method Cell phone/text In person Online 34 166 200 Total Hand Left-handed 12 13 domin ance Right-handed 43 72 51 Total 55 85 60 (a) If you choose a student at random, what is the probability they are left-handed, given that they communicate in person? (b) If you choose a student at random, are the events "left-handed" and "communicates by text" independent, based on the data above? Explain how you know.