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An assembly line produces 30 pieces of component A daily. In the last six months, daily percentages of non-conforming units close to 3,011% have been

An assembly line produces 30 pieces of component A daily. In the last six months, daily percentages of non-conforming units close to 3,011% have been recorded. The production schedule defines the demand for part A for the next few days to be at least 27 A-compatible parts per day.

If assembly line production can be considered a Bernoulli process, estimate the probability of satisfying the demand for each day of the production schedule.

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An assembly line produces 30 pieces of component A daily. In the last six months, daily percentages of non-conforming units close to 3,011% have been recorded. The production schedule defines the demand for part A for the next few days to be at least 27 A-compliant parts per day. If assembly line production can be considered a Bernoulli process, estimate the probability of meeting the demand for each day of the production schedule. Denote the probability in index format with three decimal places (0.000)

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