Probability Suppose you attend a fundraiser where each person in attendance is given a ball, each with a different number. The balls are numbered 1 through x . Each person in attendance places his or her ball in an urn. After dinner, a ball is chosen at random from the urn. The probability that your ball is selected is 1 x . Therefore, the probability that your ball is not chosen is 1 − 1 x . Graph P ( x ) = 1 − 1 x using transformations. Comment on the likelihood of your ball not being chosen as x increases.
Probability Suppose you attend a fundraiser where each person in attendance is given a ball, each with a different number. The balls are numbered 1 through x . Each person in attendance places his or her ball in an urn. After dinner, a ball is chosen at random from the urn. The probability that your ball is selected is 1 x . Therefore, the probability that your ball is not chosen is 1 − 1 x . Graph P ( x ) = 1 − 1 x using transformations. Comment on the likelihood of your ball not being chosen as x increases.
Solution Summary: The author explains that the likelihood of your ball not being chosen decreases rapidly and approaches o as the number of attendances increases.
Probability Suppose you attend a fundraiser where each person in attendance is given a ball, each with a different number. The balls are numbered 1 through
. Each person in attendance places his or her ball in an urn. After dinner, a ball is chosen at random from the urn. The probability that your ball is selected is
. Therefore, the probability that your ball is not chosen is
. Graph
using transformations. Comment on the likelihood of your ball not being chosen as
increases.
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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