A biotech company uses 3 high-throughput genotyping machine, say XY and Z to process a certain number of arrays. Suppose thatMachine X processes 50% of the arrays with a genotyping error tate of 1%Machine Y processes 30% of the arrays with a genotyping error trate of 5%Machine Z processes 20% of the arrays with a genotyping error rate of 5%sonPlease compute the probability that a randomly selected array is erroneousO a. 0.01Ob. 0.02Oc 0.03O d. 0.04

Define some events A: an array is processed by machine X. B: an array is processed by machine Y. C:…

A biotech company uses 3 high-throughput genotyping machine, say XY and Z to process a certain number of arrays. Suppose th Machine X processes 50% of the arrays with a genotyping error tate of 1% Machine Y processes 30% of the arrays with a genatyping error trate of 5% Machine Z processes 20% of the arrays with a genotyping error rate of 5% Please compute the probability that a randomiy selected array is erroneous

A biotech company uses 3 high-throughput genotyping machine, say XY and Z to process a certain number of arrays. Suppose th Machine X processes 50% of the arrays with a genotyping error tate of 1% Machine Y processes 30% of the arrays with a genatyping error trate of 5% Machine Z processes 20% of the arrays with a genotyping error rate of 5% Please compute the probability that a randomiy selected array is erroneous

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

In the first quarter of 2013, company A hald apgroximately34%of the wheless phome market in a country, while companyBheld24%. Assuming that 1000 wireiess phone dare selected at random, what is the probablity that at least 370 will be comparyyAcustorners? Cick hem for pone 1 of the Aress under tle Normat Gume Table Cick chere for page 2 of the Areas under the Normat Cuve Tatble The probability is (Round to four decimal ploces as needed)
Suppose there are a million cars made by a car company across the globe, where the probability that a car has a defective brake part is 0.0002. Based on the Monte Carlo algorithm, determine the minimum number of cars that needs to be tested so the probability of finding not even a defective car among those tested is less than two in a million. Use a calculator to simplify your answer and obtain the minimum number of cars.
A company's quality engineer wants to check whether the average weight of the products coming out of the packaging line does not exceed 10 grams. For this, he measured the weights of the products coming out of the line by making random selection. Measurement values respectively; 8, 11,9,11,9,7,11,10,10,9. After a while ; A press machine with a newer technology has been replaced by a press machine where product losses are frequently experienced in the packaging line. and products with the same features were weighed after being processed in this new pressing machine. After the new pressing machine, the weights of the products were measured as follows; 8,8,13,17,8,12,16,14,13,15. a) Test whether the average weight of the products currently exceeds 10 grams or not, at a = 0.05 significance level, by writing the relevant hypotheses and applying all necessary steps to make a decision. Write down the decision you made as a result of the hypothesis test and interpret your decision. b)The…
In the first hour of customers using the app they served 180 customers. STACO decided to treat this hour as 60 non-overlapping intervals of one minute each. They then assumed they could model the number of customers served each minute by independent and identically distributed Poisson Random Variables. They called the number of customers served in the ith minute X₁, so X₁ + X₂ + ... + X60 180, X₁~ Poisson(X), and X; and X, are independent if i j. - STACO used this to compute an estimated 95% confidence interval and then told Coffee Kart that they could claim to serve an average of three customers per minute. = i Recall that the maximum likelihood estimator of A is A X. Using the same assumptions as STACO and assuming that n is large enough to apply the Central Limit Theorem, calculate an estimated 95% confidence interval for X. ii Do you agree with the assumptions made by STACO. Justify your answer.
In a three-cylinder engine there are three soark plugs. The engine will continue to work unless all three spark plugs malfunction. There is a 43% chaoce that the first spark piug will malivnction. If the first spark plug malfunctions, the chance that the second one mallunctions is 45%. Further, if the first and second spark piugs both maifunclion, the chance that the last one malfunctions is 47%. What is the probability that the engine wil stop working?
A personnel director has two lists of applicants for a job, List 1contains the name of 5 women and 2 men,whereas list 2 contains thename of 2 women and 6 men. A name is randomly selected fromlist 1 and added to list 2. A name is then randomly selectedfrom the augmented list 2. Given that the name selected fromlist 2 is that of a man what is the probability that a woman's namewas originally selected from list 1.?
-1526 04-3330 404-3430 206-3240 -101-3130 304-4330 4404-4430 4206-4238 4101-4120 5201-5244 5301-5324 5403-5425 5101-5160 6201-6322 6211-6221 6401-6425 6101-6121 7301-7324 7411-7423 7401-7410 7201-7222 7101-7121 MC) facility #6 enter room #s 400 171 6230 6174 h th 5th 6172 6320 2201-2224 6172 3109-3116 3117-3124 3201-3224 6173 6173 4101-4124 4105-4114 4201-4224 5101-5124 5201-5224 6122 important info ocera phone number (505) 7247 6201-6224 ← C G For quick access, place your favorites here on the favorites bar. Manage favorites now The financial report from a small college shows the following income: I https://www.webassign.net/web/Student/Assignment-Responses/submit?dep=30436356&tags-autosave question3732833_3 Tuition Development Fund-raising Athletic Dept. Interest Tax subsidy TOTAL Draw a circle graph showing this income. Tax subsidy - 29 Interest - 4%- Athletic Dept. - 2%" Fund-raising - 7% O Need Help? Tax subsidy - 2%- Tuition - 4%- Athletic Dept. - 2%7 2% Fund-raising -7%…
A candy maker offers Child and Adult bags of jelly beans with different color mixes. The company claims that the Child mix has 30% red jelly beans, while the Adult mix contains 15% red jelly beans. Assume that the candy maker’s claim is true. Suppose we take a random sample of 50 jelly beans from the Child mixand a separate random sample of 100 jelly beans from the Adult mix. Let ?^ and ?^ be the sample ??proportions of red jelly beans from the Child and Adult mixes, respectively.a. What is the shape of the sampling distribution of ?^ − ?^ ? Why???b. Find the mean of the sampling distribution. Show your work.c. Find the standard deviation of the sampling distribution. Show your work.
Assume that when adults with smartphones are randomly selected 41% use them in meetings or classes. If 6 adult smartphone users are randomly selected, find the probabibility that at least 2 of them use their smartphones in meetings or classes.