An electronics manufacturer finds that 98% of the processors they produce are acceptable. The quality control department will test the next batch of 10000 processors.
What is the approximate probability that the number of unacceptable processors in this batch is
between 190 and 220? Use the standard normal distribution to approximate this probability,
and justify your use of this approximation.
Let X denote the number of unacceptable processors in the batch. Then
So,
Since the batch size is large, using Normal approximation, we have,
Required probability =
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