Statistical techniques using binomial distribution and probability. Solution in MS Word.
For machine gun ammunition to be acceptable, the US Army requires that 96 percent of rounds fired hit a specified target. The test is to fire a 50 round burst at the target and observe whether this condition is met. A manufacturer estimates that each round of their
ammunition has a probability of .99 of hitting the target. What is the probability that the ammunition will NOT be accepted?
(Calculate WITHOUT using the normal approximation method.)
The solution discusses the probability of how machine gun ammunition to be acceptable, the US Army requires that 96 percent of rounds fired hit a specified target. The test is to fire a 50 round burst at the target and observe whether this condition is met. A manufacturer estimates that each round of their
ammunition has a probability of .99 of hitting the target. What is the probability that the ammunition will NOT be accepted?
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