mbination for a safe consists of four numbers between Oand 9, and the safe is designed so that numbers can be repeatndhebody tries to gain access to the safe by randomly guessing the combination, what is the probabity that he or she will get therect combination on the first try0.000108O0000476O 0.00013O 0.0001The fees for veterinary surgeries last month are listed below:$2894.21$1777.15$2144.77$4096.37$4046.29$1786.37$3296.69$4086.27$2784.22$4027.79What was the mean cost for a surgery? Round your answer to the nearest cent.The ages at death for a sample of 40 residents of postal code N1G are listed below. Find Pg5.3035434447485455 565759626365666869697172727374 7677777879808181828385899293949798Refer to the table which summarizes the results of testing for a certain disease.Positive Test Result Negative Test ResultSubject Has the Disease1114Subject Does Not Have the Disease11172If one of the results is randomly selected, what is the probability that it is a false negative (test indicates the person does not have thedisease when in fact they do)?A sample of 272 log jarrs found in river channels in the Northwest U.S. is grouped into the resuting frequency distribution based onthe width of the channel in which the log jams were found.Width of Channel (m) Frequency of Log jams04103R210-1415-1920-2425 29ta cumulative frequency distribution were constructed for the width of tthe channels, what would be the cumulative frequency for theclass width less than 10 mOn a multiple choice test with 17 questions, each question has four possible answers, one of which is correct. For students who guessat all answers, find the mean for the number of correct answers.O a. 5.7 questionso b. 12.8 questionsO C. 4.3 questionso d. 8.5 questionsRefer to the table which summarizes the results of testing for a certain disease.Positive Test Result Negative Test ResultSubject Has the Disease.1114Subject Does Not Have the Disease11172If one of the results is randomly selected, what is the probability that it is a false negative (test indicates the person does not have thedisease when in fact they do)?QUESTION 12if sales fall, "1" if sales are steady, "2" if sales rise moderately, and "3" if sales rise a lot. The simulator generates the following output.0 10 2200 1 2 3 2020 221231 2 220 30021 21A medical equipment manufacturer uses trend projection and seasonal factors to simulate sales for a given time period. It assigns "0"Estimate the probability that sales will rise at least moderately.For a specific population in a third world country where a vaccine is hard to obtain, there is a 81% chance of influenza. A group of 11citizens from this population could not take the vaccine and were observed.a. Find the probability that exactly 9 of the 11 citizens experienced influenza.b. Find the probability that at most 9 of the 11 citizens experienced influenza.Round to 4 decimal places.A sample of 272 log jams found in river channels in the Northwest U.S. is grouped into the resulting frequency distribution based onthe width of the channel in which the log jams were found.Width of Channel (m) Frequency of Log Jams1030-4825-94910-141615-191620-246.25-29If a cumulative frequency distribution were constructed for the width of the channels, what would be the cumulative frequency for theclass width less than 10 m?Determine whether the given value is a statistic or a parameter.The Ontario government wants information from North York General Hospital. Nurses measure and calculate the mean bodytemperature for all 187 patients at the hospital.O a. ParameterO b. StatisticQUESTION 2Determine which of the four levels of measurement is most appropriate.Biologists measure the water temperature in Celsius of the St. Lawrence River at Montreal.O a. IntervalO b. OrdinalOC. NominalO d. Ratiohe frequency distribution below summarizes the laboratory space prices in the city of Summerhill for the month of June. Determinehe width of each class.QUESTION 5Sale Price (in thousand $) Frequency80.0-110.9111.0-141.9142.0-172.910173.0-203.9204.0-234.9235.0-265.931

Name: mbination for a safe consists of four numbers between Oand 9, and the
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Description: mbination for a safe consists of four numbers between Oand 9, and the safe is designed so that numbers can be repeatndhebody tries to gain access to the safe by randomly guessing the combination, what is the probabity that he or she will get therect

The combination of x successes in trials is defined as Cr n=n!(n-r)! r!

Math

Statistics

mbination for a safe consists of four numbers between and , and the safe is denigned se that nunbers canbe repestnd hebody tries to gain access to the safe by randomly guessing the combination what is the probabiy thut he or she ll gt he rect combination on the first try 0.000198 00001

mbination for a safe consists of four numbers between and , and the safe is denigned se that nunbers canbe repestnd hebody tries to gain access to the safe by randomly guessing the combination what is the probabiy thut he or she ll gt he rect combination on the first try 0.000198 00001

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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