A box of nine iPhone 7 cellphones contains two red cellphones and seven black cellphones. a. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box alter it is selected), what is the probability that both the cellphones selected will be red? b. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box after it is selected), what is the probability that here will he one red cellphone and one black cellphone selected? c. If three cellphones are selected. With replacement (the cellphones are returned to me box after they are selected). What is the probability that all three will be red? d. If you were sampling with replacement (the first cellphones is returned to the box alter it is selected) what would be the answers to (a) and (b)?
A box of nine iPhone 7 cellphones contains two red cellphones and seven black cellphones. a. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box alter it is selected), what is the probability that both the cellphones selected will be red? b. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box after it is selected), what is the probability that here will he one red cellphone and one black cellphone selected? c. If three cellphones are selected. With replacement (the cellphones are returned to me box after they are selected). What is the probability that all three will be red? d. If you were sampling with replacement (the first cellphones is returned to the box alter it is selected) what would be the answers to (a) and (b)?
Solution Summary: The author determines the probability that two cellphones are randomly selected from the box without replacement. The required probability is 0.0278.
A box of nine iPhone 7 cellphones contains two red cellphones and seven black cellphones.
a. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box alter it is selected), what is the probability that both the cellphones selected will be red?
b. If two cellphones are randomly selected from the box, without replacement (the first cellphones is not returned to the box after it is selected), what is the probability that here will he one red cellphone and one black cellphone selected?
c. If three cellphones are selected. With replacement (the cellphones are returned to me box after they are selected). What is the probability that all three will be red?
d. If you were sampling with replacement (the first cellphones is returned to the box alter it is selected) what would be the answers to (a) and (b)?
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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