Memory chips are defective with probability p = .0001, independently of one anot
ID: 3391823 • Letter: M
Question
Memory chips are defective with probability p = .0001, independently of one another. Show the probability of a batch of n chips containing at most one defective is approximately e^-np(1 + np). Explain what kind of random variables you are using, and why. A batch of 10000 chips contains more than one defective. Find the approximate probability it contains exactly two defectives. The manufacturer requires that at least 98% of batches contain at most one defective. What is the largest allowable batch size?Explanation / Answer
Memory chips are defective with probability p = .0001, independently of one anot