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(a) Find the probability that exactly five of them fail the test.
(b) Find the probability that fewer than five of them fail the test.
(c) Find the probability that more than four of them fail the test.
Car inspection: of all the registered automobiles in a city. 11% fail the emisalens test. Fourteen
automobiles are selected at random to undergo on emissions test. (a) Find the probability that
exsctly five of thern fall the teat. 5 points (b) Find the probability that fewer than five of them
fail the test.
(c) Find the probability that more than four of them fail the test. 5 points

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  • 1. (a) Find the probability that exactly five of them fail the test. (b) Find the probability that fewer than five of them fail the test. (c) Find the probability that more than four of them fail the test. Car inspection: of all the registered automobiles in a city. 11% fail the emisalens test. Fourteen automobiles are selected at random to undergo on emissions test. (a) Find the probability that exsctly five of thern fall the teat. 5 points (b) Find the probability that fewer than five of them fail the test. (c) Find the probability that more than four of them fail the test. 5 points