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A secondhand computer dealer guarantees that he will repair, ?eeof-charge, any computer that proves to be defective within one year of purchase. Past expen'ence suggests that 8% of computers have to be repaired under guarantee. If there is a sample of 2t] computers;
i) What is the probability that from the random sample, none required to be repaired under guarantee?
ii) What is the probability that from the random sample, one required to be repaired under guarantee?
iii) Calculate the expected number of computers that have to be repaired under guarantee.
Massachusetts decides to subsidize the cost of purchasing a treadmill for cardiac? patients, as prescribed by their doctors. Prior to the? program
How far apart will the two packages land on the ground if air resistance is negligible?
Execute the five-steps procedure for the hypothesis testing with a=0.01. Report the relevant statistics you have used for this test.
Given a list of words and the empirical probabilities they occur in spam e-mails and in e-mails that are not spam.
Explain whether this high correlation implies any causation. Also discuss what other factors might be the cause of the high correlation.
A comprehensive study conducted by the National Institute of Child Health and Human Development tracked more than 1000 children
Diamonds and Hearts are red and Clubs and Spades are black. Suppose you randomly select three cards from the deck. The outcome of interest is the colour of each of the selected cards.
You have at least $30 in change in your drawer, consisting of dimes and quarters. Write an inequality that shows the different number of coins in your drawer.
How anyone who has seen even one photo of the fly-covered, starving children in Somalia can still believe in a loving, everpresent, omnipotent God is beyond intelligent reasoning.
A textile manufacturer estimates that it produces bolts of cloth with flaws following a Poisson distribution that has an average of one flaw per 200 feet of cloth.
Describe the given data show a seasonal effect using moving average method. Describe the data which show a seasonal effect.
Estimate the approximate standard deviation of y given that the standard deviations of the x's are s1 = 5, s2 = 7, s3 = 4, s4 = 10.
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