SOLUTION: approximately 10% of the glass bottles coming off a production line have serious flaws in the glass. If two bottles are randomly selected, find the mean and variance of the number
Algebra.Com
Question 849659: approximately 10% of the glass bottles coming off a production line have serious flaws in the glass. If two bottles are randomly selected, find the mean and variance of the number of bottles that have serious flaws.
Answer by swincher4391(1107) (Show Source): You can put this solution on YOUR website!
Let X be a binomial random variable with p=.10 and n = 2
E[X] (mean) = n*p = 2 * .10 = 0.20
Var[x] = n*p*q = 2*.10*.90 = 0.18
RELATED QUESTIONS
approximately 10% of the glass bottles coming from production line have a serious... (answered by stanbon)
Suppose the contents of bottles of water coming off a production line have a normal... (answered by lynnlo)
Please help really stumped! Approximately one-third of all glass bottles distributed will (answered by josmiceli,ankor@dixie-net.com)
Approximately one-half of all glass bottles distributed will be recycled each yesr, A... (answered by nyc_function)
I need help, please!
Approximately one-half of all glass bottles distributed will be... (answered by galactus)
Approximately one-half of all glass bottles distributed will be recycled each year. A... (answered by nerdybill)
approximately one half of all glass bottles distributed will be recycled each year. A... (answered by josmiceli)
Approximately one-half of all glass bottles distributed will be recycled each yesr, A... (answered by london maths tutor)
Good morning. Please help me solve this question.
Approximately .25 of all glass bottles (answered by Cromlix)