The executives at a software company called Front Line are trying to decide if they should continue to provide free coffee in their breakrooms. They have 79 employees and each employee has a 67% chance of drinking coffee in the break room each day. Recall, for a binomial random variable, dbinom(j,n,p) = P(Y = j) and pbinom(j,n,p) 3 P(Y< j). What is the standard deviation of employees who will drink coffee in one day?

The executives at a software company called Front Line are trying to decide if they should continue to provide free coffee in their breakrooms. They have 79 employees and each employee has a 67% chance of drinking coffee in the break room each day. Recall, for a binomial random variable, dbinom(j,n,p) = P(Y = j) and pbinom(j,n,p) 3 P(Y< j). What is the standard deviation of employees who will drink coffee in one day?

Name: The executives at a software company called Front Line are trying to
Uploaded: 2024-03-20T07:06:27.000Z
Channel: Bartleby
Description: The executives at a software company called Front Line are trying to decide if they should continue to provide free coffee in theirbreakrooms. They have 79 employees and each employee has a 67% chance of drinking coffee in the break room each day. R