A company knows from experience that 0.3% of the electronic parts it produces are defective. Use a Poisson distribution to find the probability that a shipment of 990 parts will have at least 3 defective electronic parts.
a.) For this example, the Poisson distribution is a _________(good, excellent) approximation for the binomial distribution. Show why.
b.) The probability is ____________ that this shipment will contain at most 3 defective electronic parts.
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