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Question

A manufacturer produces flash drives, each with a probability of $0.992$ of functioning properly for $3$ years. If a pack contains $80$ independent flash drives, what is the probability that all $80$ will function properly for $3$ years?

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A manufacturer produces flash drives, each with a probability of 0.992 0.992 of functioning properly for 33 years. If a pack contains 8080 independent flash drives, what is the probability that all 8080 will function properly for 33 years?

A manufacturer produces flash drives, each with a probability of $0.992$ of functioning properly for $3$ years. If a pack contains $80$ independent flash drives, what is the probability that all $80$ will function properly for $3$ years?