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![Giun n=9 let X: number of vehicles from out of state Xu Binomial (n=9, p=0.4) x is pim-f of P [x=d] = Kn Cx pr C1-pl 2=0, 1,2](http://img.homeworklib.com/questions/7247dbd0-fdce-11ea-a2c1-bd0701e047d2.png?x-oss-process=image/resize,w_560)

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4. A traffic control engineer reports that 60% of the vehicles passing through a checkpoint are from within the state. What is the probability that fewer than 2 of the next 9 vehicles are from out of state? Use the Binomial table from the back of the book.
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4. A traffic control engineer reports that 60% of the vehicles passing through a checkpoint are from within the state. What is the probability that fewer than 2 of the next 9 vehicles are from out of state? Use the Binomial table from the back of the book.
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Problem FOUR Solve the following DE xy'"' + 3y” = 0 Good Luck
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Problem TWO -3 1 1 0 0 Find the eigenvalues and the corresponding eigenvectors of the matrix | 0 1 0] Problem THREE
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3. 60 percent of women and 40 percent of men who took a class to quit smoking remained nonsmokers for at least 1 year after completing the class. Those nonsmokers then attended a success party at the end of the year. If 70% of the original class was male, a. What percentage of the people attending the party were women? b. What percentage of...
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2. For the following data: 2 3 4 5 6 12 10 9 8 5 13 a. Calculate the sample mean and sample variance b. Calculate the probability that the population mean is between 9 and 10 if the population standard deviation is known to be 3. c. What is the 90% confidence interval for the population mean if the population standard deviation is...
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S(x)={469–27 1. A shop produces pipes of 100cm length. But due to manufacturing errors, sometimes the pipes are too long or too short. Let X be the error in the length of pipes produced in a shop. X has the following probability distribution SA(1 – x)? if –2<x<2, 10 otherwise a. Find A. b. Find the cumulative distribution function of X? c. Find the...
A traffic control engineer reports that 60% of the vehicles passing through a checkpoint are from within the state. What is the probability that fewer than 2 of the next 9 vehicles are from out of state? Use the Binomial table from the back of the book Help quickly I get you thumbs up directly
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Abdul-Rahim Taysir
Solve the following DE xy'"' + 3y" = 0
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Solve the following DE y (4) + 5y" + 4y = sin x + cos2x