Last year, a manufacturer produced 450,000 DVD players. Of these, approximately $4 \%$ were defective. Assume that a simple random sample of $n = 170$ players is drawn. Use the Poisson approximation to the binomial distribution to compute the probability that exactly fourteen of the 170 DVD players were defective.
A) 0.0119
B) 0.0824
C) 0.0026
D) 0.0058

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The Answer of Last year, a manufacturer produced 450,000 DVD players. Of these, approximately $4 \%$ were defective. Assume that a simple random sample of $n = 170$ players is drawn. Use the Poisson approximation to the binomial distribution to compute the probability that exactly fourteen of the 170 DVD players were defective.
A) 0.0119
B) 0.0824
C) 0.0026
D) 0.0058

Last Year, a Manufacturer Produced 450,000 DVD Players 4%4 \%4% Were Defective

Last Year, a Manufacturer Produced 450,000 DVD Players $4 \%$ Were Defective