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a) A computer engineer tests a new software and found that a bug causes errors randomly at a constant rate of three times per hour. Assume that the number of errors caused by the bug follows Poisson distribution. i. What is the probability that the bug causes more than ten errors in two hours? (3 marks) ii. What is the probability that the first error caused by the bug will occur within the first ten minutes?
a) A computer engineer tests a new software and found that a bug causes errors randomly at a constant rate of three time
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a) A computer engineer tests a new software and found that a bug causes errors randomly at a constant rate of three time
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