Probability using binomial distribution
5. An automatic machine produces, on average, 10% of its components outside of the tolerance required. In a sample of 10 components from this machine, determine the probability of having three components outside of the tolerance required by assuming binomial distribution.
Can anyone please help me with this question not really sure how to tackle it.
5. An automatic machine produces, on average, 10% of its components outside of the tolerance required. In a sample of 10 components from this machine, determine the probability of having three components outside of the tolerance required by assuming binomial distribution.
Can anyone please help me with this question not really sure how to tackle it.
Last edited by a moderator: