Don’t squeeze. Five shoppers buy Charmin toilet paper. One Charmin out of 10 in this batch is defective—it’s unsqueezable. You want to save everyone from this catastrophe, so you stop them at the door and ask to squeeze their Charmin. After squeezing 5 rolls, what is the probability that you have located 1 or more defective Charmins?
Don’t squeeze. Five shoppers buy Charmin toilet paper. One Charmin out of 10 in this batch is defective—it’s unsqueezable. You want to save everyone from this catastrophe, so you stop them at the door and ask to squeeze their Charmin. After squeezing 5 rolls, what is the probability that you have located 1 or more defective Charmins?
Don’t squeeze. Five shoppers buy Charmin toilet paper. One Charmin out of 10 in this batch is defective—it’s unsqueezable. You want to save everyone from this catastrophe, so you stop them at the door and ask to squeeze their Charmin. After squeezing 5 rolls, what is the probability that you have located 1 or more defective Charmins?
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Discrete Distributions: Binomial, Poisson and Hypergeometric | Statistics for Data Science; Author: Dr. Bharatendra Rai;https://www.youtube.com/watch?v=lHhyy4JMigg;License: Standard Youtube License