1. A shop produces pipes of 100cm length. But due to m…

1. A shop produces pipes of 100cm length. But due to manufacturing errors, sometimes the pipes...

1. A shop produces pipes of 100cm length. But due to manufacturing errors, sometimes the pipes are too long or too short. Let

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 f(x)= A(1 - x)? if -1<x<1, otherwise a. Find A. b. Find the cumulative distribution function of X? c. Find the expected value of X. d. Find the variance of X. e. What is the probability that a pipe is produced which is exactly 100cm long? f. What is the probability that the length of the pipe is less than 100.6 cm?

Math Statistics And Probability

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